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Class 8 Vocational Education (Kaushal Bodh)

Project 5 — Water Audit for Water Management

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Overview

A water audit is a careful, step-by-step check of how much water a home, school or locality receives, how it is used and where it is wasted. In this project you act like a real auditor. You begin by understanding what data is and why it must be accurate, reliable and taken from trusted sources. You learn India's water situation — a large share of the world's people but a small share of its fresh water — and the national efforts, such as the Jal Jeevan Mission and Jal Shakti Abhiyan, to bring and conserve water. Then you collect two kinds of data. Primary data comes from your own measurements and surveys: the flow rate of taps, the capacity of buckets and tanks, and a household survey of at least ten families. Secondary data comes from trusted sources such as the municipal corporation, gram panchayat, census and rainfall records, and must always be cited with its year. You organise the data in a notebook or spreadsheet, find average consumption per person, and compare it with national norms and with the rainwater available in your area. You find and measure wastage points such as dripping taps, learn how a plumber fixes a leaking tap, and explore ways to reduce use, recharge groundwater and reuse greywater. Finally you estimate future demand, cost your solutions, and present your findings in a report or a letter to local officials.

हिंदी में पढ़ें

इस परियोजना में आप अपने घर, स्कूल और मोहल्ले के जल लेखा-परीक्षक बनेंगे। आप सीखेंगे कि आँकड़े भरोसेमंद कैसे बनते हैं, बाल्टी, बोतल और स्टॉपवॉच से पानी मापेंगे, और परिवारों का सर्वेक्षण करके पता लगाएँगे कि हर व्यक्ति एक दिन में कितना पानी उपयोग करता है। आप आपूर्ति, जनसंख्या और वर्षा के सरकारी आँकड़े एकत्र करेंगे, सदा उनका स्रोत और वर्ष लिखते हुए, और अपने निष्कर्षों की तुलना राष्ट्रीय मानकों से करेंगे। फिर आप रिसाव खोजेंगे, मापेंगे कि उनसे कितना पानी बर्बाद होता है, नल की मरम्मत सीखेंगे, और वर्षा जल पुनर्भरण तथा ग्रेवॉटर के दोबारा उपयोग को समझेंगे। अंत में आप भविष्य की ज़रूरतों का अनुमान लगाकर लागत सहित सुझाव अपने समुदाय के सामने रखेंगे।

Learning Objectives

  • Explain what a water audit is and why data used in it must be accurate, reliable and from a trusted source.
  • Distinguish between primary and secondary data and give examples of each in a water audit.
  • Measure water use with everyday containers and calculate flow rate and water used from flow rate and time.
  • Conduct a household water-use survey safely and politely, and record the data in a table.
  • Calculate total and average per-person water consumption using a spreadsheet or calculator.
  • Estimate rainwater availability for an area from its area and rainfall, and compare consumption with prescribed norms.
  • Identify, measure and suggest fixes for water wastage points, and describe ways to recharge groundwater and reuse greywater.
  • Estimate future water demand for a new population, and keep a record of costs, sources and time spent.

Topics in this chapter

12 topics · tap a topic title to jump straight to it.

Topic 1 of 12
💧1

What a water audit is and why data matters

By the end you canExplain what a water audit is and what makes data good enough to use in one.

1Think first

How can a weather department predict rain that has not yet fallen?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

How does the India Meteorological Department warn us that the monsoon is coming, or that a cyclone or heat wave is on its way? It studies records of temperature, humidity, wind and rainfall collected over many years, and looks for patterns that are likely to repeat. This is the power of data.

Data is information collected for a definite purpose. It can be numbers (litres, rupees, millimetres of rain), words (answers in an interview), photographs or videos. Raw data is not useful by itself; we organise it in tables or charts so that we can interpret it and reach conclusions. A farmer who learns from past records that a summer will be hotter and the rains late can delay sowing or choose a crop such as millets that needs less water. Government departments use data to decide when to release water from dams and how much water a growing town will need.

A water audit is a systematic examination of water in a building, home, school or locality: where it comes from, how much is available, how it is used, and where it is lost or wasted. It ends with practical suggestions to save water.

An audit is only as good as its data, so data must be:

  • Accurate and authentic — it measures exactly what you said you would measure. If you are counting families who use a borewell, a family using only tanker water must not be counted in.
  • Reliable — two people measuring the same thing in the same way should get nearly the same result.
  • From a trusted method or source — measured carefully by you, or taken from a dependable source such as a government office, with the method agreed before you start.

In this project you will measure water use in homes, gather official figures about supply and rainfall, analyse both, find wastage points and suggest ways to reduce use. Along the way you will practise skills used by environmental engineers, auditors and planners: careful measurement, polite questioning, honest recording, simple calculation, and clear reporting with sources acknowledged.

Formulas to remember
  1. Data: information collected for a specific purpose, in the form of facts, figures, words, photographs or videos.
  2. Water audit: a systematic examination of the sources, availability, uses and wastage of water in a place, ending with suggestions to save water.
  3. Good data is accurate, reliable and from a trusted method or source.

3Worked example

Two students measure how much water fills a bucket from the same tap in one minute. Riya gets 11 L; Kabir gets 6 L. What should they do?
Step 1Notice that the results are very different, so the data is not yet reliable.
Step 2Ask how each measured: Kabir did not open the tap fully and started the timer late.
Step 3Agree a method before measuring again: tap fully open, timer started the moment water enters the bucket, stopped at exactly 60 seconds.
Step 4Measure three times each; the readings are 10.8 L, 11.0 L, 11.2 L and 10.9 L, 11.1 L, 11.0 L.
Step 5Take the average (about 11 L per minute) and record the agreed method in the notebook.
More examples
  • Weather forecasts use years of rainfall, temperature and humidity records to predict the monsoon.
  • A farmer who reads a forecast of late rain chooses bajra instead of paddy, which needs much more water.
  • A school water audit finds that the drinking-water area loses water through three dripping taps.

4Your turn

Two observers measure the same tap with the same method and get almost the same result. Which quality of data does this show?

5Remember this

One line to keepA water audit turns careful, honest data about water into practical decisions to save it.
Common mistake. Writing rough guesses as if they were measurements; if a figure is an estimate, label it as an estimate.
Topic 2 of 12
💧2

India's water challenge and efforts to meet it

By the end you canDescribe India's water situation, the human causes of scarcity and the efforts being made to conserve water.

1Think first

If India has nearly a fifth of the world's people, what share of the world's fresh water would you expect it to have — and what does it actually have?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

India is home to nearly 18 per cent of the world's population but has only about 4 per cent of its fresh water. This water is also unevenly spread. Parts of Assam and Bihar face floods almost every year, while parts of Rajasthan, Marathwada in Maharashtra and the interior of Karnataka face repeated drought. Even within one city, some colonies get water every day while others wait for a tanker.

Droughts are often called natural disasters, but human actions make them much worse:

  • Deforestation — fewer trees mean rain runs off quickly instead of soaking into the ground.
  • Over-extraction of groundwater — borewells pumping more than the rain puts back make the water table fall year after year.
  • Poor farming practices — flooding fields with more water than crops need, or growing very thirsty crops in dry areas.
  • Misuse at home and in towns — leaking pipes, overflowing tanks, taps left running, and polluted lakes and ponds.

Small habits add up. A tap left fully open for five minutes while brushing or washing can waste around 45 litres — enough drinking water for a family of four for several days. Meanwhile, somewhere else, a girl may be walking a long distance to fill one pot.

There is good news too. Communities across India have revived traditional systems such as johads and kunds in Rajasthan, baolis (stepwells), and village ponds. Many housing societies and schools now harvest rooftop rainwater and recycle water for gardens and toilets. The government's Jal Jeevan Mission (started 2019) aims to provide a functional tap connection with safe drinking water to every rural household, and the Jal Shakti Abhiyan encourages people to ‘catch the rain’ — to harvest rainwater, renovate water bodies, recharge wells and plant trees with people's participation.

A water audit is your contribution to this effort. By measuring use and wastage in your own locality, you replace vague worry with figures — and figures make it much easier to convince a family, a school principal or a panchayat to act.

Formulas to remember
  1. India: about 18% of world population, about 4% of world fresh water.
  2. Jal Jeevan Mission: tap water connection for every rural household; Jal Shakti Abhiyan: ‘catch the rain’ water conservation with people's participation.
Whengroundwater is pumped out faster than rain recharges itThenthe water table falls and wells and borewells dry up
Whenforests and green cover are removedThenrainwater runs off quickly and less of it soaks into the ground

3Worked example

A hostel of 40 students each leaves the tap running for 5 minutes while brushing, wasting about 45 L each time. Estimate the water wasted in a day if they brush twice.
Step 1Water wasted per brushing per student = 45 L.
Step 2Per student per day (twice) = 45 × 2 = 90 L.
Step 3For 40 students = 90 × 40 = 3,600 L per day.
Step 4Compare: 3,600 L is more than three 1,000-litre overhead tanks.
Step 5Conclusion: turning the tap off while brushing could save about 3,600 L every day.
More examples
  • Leaving a tap fully open for five minutes can waste about 45 L of water.
  • Rooftop rainwater harvesting in a school directs roof water through a filter into a tank or a recharge pit.
  • Village communities in Rajasthan have revived johads (small earthen check dams) to raise the water level in wells.

4Your turn

Which of these makes drought worse because of human action?

5Remember this

One line to keepIndia's water is scarce and unevenly spread; human misuse makes scarcity worse, and careful use and conservation can make it better.
Common mistake. Thinking that wastage in one home does not matter; multiplied over every home in a locality, small daily wastage becomes thousands of litres.
Topic 3 of 12
📊3

Getting ready: tools, safety and the two kinds of data

By the end you canPrepare the materials, follow the safety rules and tell primary data from secondary data.

1Think first

Is the number of people living in your district something you would measure yourself, or look up?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

What you will need. A notebook and pen; a measuring jar, or a known one-litre bottle in its place; a bucket and mug; a stopwatch or the timer on a mobile phone; a printed or hand-written survey form; a calculator; basic plumbing tools (spanner, wrench, plumber's tape, washers) for the repair activity; and, if available, a computer with a spreadsheet for analysis.

Staying safe.

  • Permission and company: always go in a group with a teacher, parent or known adult, and take permission before entering anyone's home or property. Introduce yourselves and explain the purpose.
  • Outdoors: be careful near wet, slippery floors, open tanks, wells, ponds and drains. Never climb onto an overhead tank or lean into a well. Carry water, wear a cap and avoid surveying in the hottest part of the day.
  • Tools: use spanners and wrenches carefully, and repair taps only with an adult or plumber, after turning off the water supply.
  • Internet and privacy: ask your teacher before uploading or downloading anything. Do not share any family's name, address or phone number online. Use data only from reliable sources such as government departments, census reports and national research institutes.

Two kinds of data. An audit needs both:

Primary dataSecondary data
Collected first-hand by youCollected by someone else and obtained from a reliable source
Surveys, interviews, measurements, observations, experimentsGovernment websites and reports, census, rainfall records, municipal or panchayat offices
Example: litres per minute from your school tap; buckets used by a family for washing clothesExample: population of your ward; litres supplied daily to your colony; annual rainfall of your district

In this audit, your own primary data will tell you how water is used, and secondary data will tell you how much is available and supplied. When you use secondary data you must always note where it came from and the year, because figures such as population and rainfall change.

Formulas to remember
  1. Primary data: data collected first-hand through surveys, interviews, measurement or observation.
  2. Secondary data: data obtained from other reliable sources such as government reports and websites; always cite the source and year.
  3. Safety rule: survey in a group with an adult, and only after taking permission.

3Worked example

Sort these into primary and secondary data: (a) a tap fills 9 L in a minute, (b) the census population of the town, (c) a family says they use 3 buckets for bathing, (d) the capacity of the colony's water tank from the water board.
Step 1(a) You measured it yourself — primary.
Step 2(b) Taken from the census, collected by the government — secondary; note the census year.
Step 3(c) You collected it by interviewing the family — primary.
Step 4(d) Given by the water board — secondary; note the office and date.
Step 5Record each item in your notebook with a P or S beside it, and a source for every S.
More examples
  • Primary: timing how long a family member keeps the tap open while washing utensils.
  • Secondary: the daily supply to your ward, given by the municipal water supply office.
  • Secondary: district rainfall for a year from the India Meteorological Department or a state report.

4Your turn

Which of these is secondary data for a water audit?

5Remember this

One line to keepPrimary data you collect yourself, secondary data you borrow from trusted sources — and every borrowed figure carries its source and year.
Common mistake. Entering a family's home or climbing to check a tank without permission or an adult; safety and courtesy come before data.
Topic 4 of 12
💧4

Measuring water: units, containers and flow rate

By the end you canMeasure water with everyday containers and calculate flow rate, water used and tank capacity.

1Think first

How could you find out how much water you use while washing your hands, without a measuring jar?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

Water is measured in millilitres (mL) for small amounts such as a glass, in litres (L) for household use, and in cubic metres (m³) for large amounts such as a town's supply. Remember: 1 L = 1,000 mL and 1 m³ = 1,000 L. In this audit, record everything in litres.

Using everyday containers. You cannot carry a measuring cylinder into every home, so first find the capacity of common containers. Many buckets and cans have their capacity printed on them. If not, fill the container using a known 1 L bottle and count. A typical bucket holds 15–20 L, a mug about 1 L, a steel lota about 0.5 L, an earthen matka 10–15 L. Families can then tell you ‘three buckets for bathing’ and you can convert it into litres.

Machines. Washing machines and RO water purifiers give their water use in the user manual or on the maker's website. A front-loading washing machine may use around 50–70 L per wash, and many ordinary RO purifiers send 2–3 L to the drain for every litre of purified water.

Flow rate. For taps, showers and garden pipes, measure the flow rate in litres per minute (L/min). Open the tap as it is normally used, hold a bucket under it, start the stopwatch, and stop after exactly one minute. Measure the water collected. Repeat twice and take the average.

Water used from flow rate. Once you know the flow rate, you only need to time how long the tap is open:

Water used (L) = flow rate (L/min) × time the tap is open (min)

Storage tanks. The capacity of a cuboid tank is length × breadth × height in metres, giving cubic metres; multiply by 1,000 to get litres. Many plastic overhead tanks have the capacity (500 L, 1,000 L) printed on them. For the big tanks in a locality, the water supply officer can tell you the capacity and how much water is supplied each day.

Measure carefully, write units with every number, and note whether a figure is measured or estimated.

Formulas to remember
  1. 1 L = 1,000 mL; 1 m³ = 1,000 L.
  2. Flow rate (L/min) = water collected (L) ÷ time taken (min).
  3. Water used (L) = flow rate (L/min) × time tap is open (min).
  4. Volume of a cuboid tank (m³) = length × breadth × height; litres = m³ × 1,000.
Whena tap is opened widerThenits flow rate rises and more water is used in the same time
Whenthe time a tap is left open doubles at the same flow rateThenthe water used also doubles

3Worked example

A kitchen tap fills 8 L in one minute. A person keeps it open for 12 minutes while washing utensils, twice a day. How much water is used in a day and in a 30-day month?
Step 1Flow rate = 8 L/min.
Step 2Water used per washing = 8 × 12 = 96 L.
Step 3Per day (twice) = 96 × 2 = 192 L.
Step 4Per month = 192 × 30 = 5,760 L.
Step 5If the tap is opened halfway (about 4 L/min) for the same time, use per day becomes 4 × 12 × 2 = 96 L, a saving of 96 L every day.
More examples
  • A tap fills a 15 L bucket in 1 minute 15 seconds: flow rate = 15 ÷ 1.25 = 12 L/min.
  • A flush tank marked 10 L, used 6 times a day by a family, uses 60 L per day.
  • A cuboid sump 2 m × 1.5 m × 1 m holds 3 m³ = 3,000 L.

4Your turn

A tank measures 1.5 m × 1 m × 1 m. How many litres can it hold?

5Remember this

One line to keepKnow your containers, measure flow rate for one minute, and multiply flow rate by time to find water used.
Common mistake. Mixing units — for example, timing in seconds but using a flow rate in litres per minute; convert seconds to minutes before multiplying.
Topic 5 of 12
💧5

Sources of water and interviewing a water supply official

By the end you canTrace where your locality's water comes from and gather supply data by interviewing an official.

1Think first

Before it reaches the tap in your home, where has your water travelled from?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

All our water ultimately comes from rain. It reaches us through natural sources — rivers, streams, lakes, springs and groundwater — and man-made sources — dams, reservoirs, canals, wells, borewells, tanks and ponds. From a dam or a treatment plant it travels through canals and pipelines to large storage tanks, and from there to homes and public taps. Some families also depend on hand pumps, private borewells, tankers or bottled water.

For your audit you need to know where your locality's water comes from, how much is supplied, and how many people depend on it. These are secondary data, best obtained from the people who run the supply: the Gram Panchayat office in villages, the Municipal Corporation or municipality, the ward office, or the water supply and sewerage board.

Planning the interview. With your teacher, write to or phone the office to fix a time. Prepare questions in advance and share the work: one student asks, one writes, one keeps time. Useful questions:

  • What is the source of water for our locality?
  • How much water is supplied per day to a household, and how much per person is planned?
  • What problems do you face in supplying enough water to everyone?
  • How does rainfall affect supply? Is rainwater stored or harvested anywhere?
  • Does supply change between seasons?
  • What can families do to help manage water better?

Add your own questions and remove those that do not fit. During the interview, be polite, listen without interrupting, and repeat numbers back to check you have written them correctly, with units. Note the officer's designation, the office and the date — this is your source citation. Thank them, and later send them a copy of your findings.

Mapping. Finally, draw a simple map of your neighbourhood showing water sources and delivery points: wells, hand pumps, borewells, overhead tanks, public taps and the pond or lake, with a key. The official may help you mark ones you do not know. The map makes clear which households depend on which source.

Formulas to remember
  1. Natural sources: rivers, lakes, springs, groundwater; man-made sources: dams, canals, wells, borewells, tanks, ponds.
  2. Every interview figure is recorded with the speaker's designation, office and date as its source.

3Worked example

An officer tells you that 1,20,000 L are supplied daily to a colony of 300 households with an average of 4 people each. Find the supply per household and per person.
Step 1Supply per household = 1,20,000 ÷ 300 = 400 L per day.
Step 2Total people = 300 × 4 = 1,200.
Step 3Supply per person = 1,20,000 ÷ 1,200 = 100 L per day.
Step 4Record the source: officer's designation, office and date.
Step 5Keep this figure to compare later with the actual use you measure in homes.
More examples
  • A village supplied by a borewell and an overhead tank managed by the Gram Panchayat, with public taps in each lane.
  • A city ward receiving river water treated at a municipal plant and pumped to a ward reservoir.
  • An interview note: ‘Supply 2 hours daily in summer, 3 hours in monsoon — Assistant Engineer, Ward 12 office, 14 August.’

4Your turn

Which office would you usually approach to learn about the water supply of a village?

5Remember this

One line to keepKnow your source: find out where the water comes from, how much is supplied and to how many people — and note who told you.
Common mistake. Writing numbers from an interview without units or without checking them back; ‘one lakh’ could mean litres per day or per week unless you ask.
Topic 6 of 12
💧6

Surveying household water use

By the end you canSurvey families politely and consistently, converting their answers into litres per day.

1Think first

If someone asked how much water your family used yesterday, how would you work it out?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

To learn how water is actually used, survey a sample of homes. You cannot visit every house, so each student surveys at least ten families; a group of five students then has data from fifty families, which is a useful sample. Choose families of different sizes and from different lanes, so that the sample represents the locality.

A survey form keeps every interview the same, which makes the data reliable. Prepare one page per family with questions such as:

  • Name (or a code number) and number of people in the family.
  • How much water is stored each day — e.g. one 1,000 L tank, one 15 L matka, bottles?
  • Water used daily for: washing clothes (buckets or machine), washing utensils (tap time or buckets), drinking and cooking (bottles or pots), bathing (buckets, or shower time), and toilet flushing.
  • Appliances that use water — washing machine, RO purifier — and how often they run.
  • Other uses: washing vehicles, garden, animals.
  • Other sources: well, borewell, tanker, bought water.
  • What happens to water left over at the end of the day — reused or thrown away?
  • Any shortages, and how they manage; water bill, if any.

Converting answers to litres. Families give estimates in buckets, mugs and minutes. Convert immediately using the capacities and flow rates you measured: ‘two buckets of 18 L’ = 36 L. If water comes from an overhead tank and the family is not sure, ask about habits — how many baths a day, how many loads of washing — and calculate. Mark such figures as estimates.

Data integrity. Record exactly what you are told; do not ‘improve’ numbers. Write units every time. Answers that are not numbers (such as ‘we manage by storing in drums’) are valuable notes but cannot be added up, so keep them in a separate column.

Courtesy. Introduce your group, explain the purpose, ask for 15–20 minutes, and stop if the family is busy. Do not ask for phone numbers or photograph people without consent. Use a code (F1, F2…) instead of names in the report to protect privacy.

Formulas to remember
  1. Sample: a smaller group chosen to represent the whole population; at least ten families per student.
  2. Litres = number of containers × capacity of one container.
  3. Keep number answers and non-number answers in separate columns.

3Worked example

Family F7 (4 people) reports: bathing 4 buckets, clothes 3 buckets, utensils tap open 10 min at 9 L/min, drinking and cooking 12 L, toilet 8 flushes of 8 L. A bucket holds 18 L. Find total daily use.
Step 1Bathing = 4 × 18 = 72 L; clothes = 3 × 18 = 54 L.
Step 2Utensils = 9 × 10 = 90 L.
Step 3Drinking and cooking = 12 L.
Step 4Toilet = 8 × 8 = 64 L.
Step 5Total = 72 + 54 + 90 + 12 + 64 = 292 L per day; per person = 292 ÷ 4 = 73 L per day.
More examples
  • Family F3, 5 people: bathing 5 buckets × 18 L = 90 L; washing clothes 4 buckets × 18 L = 72 L; utensils 8 L/min × 15 min = 120 L.
  • An RO purifier producing 10 L of drinking water a day, wasting about 3 L per litre, sends about 30 L to the drain.
  • A family that reuses the last bucket of washing water to clean the courtyard — noted under ‘reuse’.

4Your turn

Why should every family be asked the same questions in the same order using one survey form?

5Remember this

One line to keepSame form, same questions, convert to litres on the spot, and record honestly with units.
Common mistake. Surveying only friends' families in one building; the sample then does not represent the locality and the average will be misleading.
Topic 7 of 12
📊7

Organising and analysing the data

By the end you canTabulate survey data and calculate totals, averages and percentages, then explain the patterns.

1Think first

If ten families use different amounts of water, how could you describe a ‘typical’ person's use with one number?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

Back in school, put all the survey data into one table, either in your notebook or in a spreadsheet such as Excel, Google Sheets or LibreOffice Calc. A spreadsheet is a grid of cells, each named by its column letter and row number (B2, C5). Typed formulas do the arithmetic for you.

Setting up the table. One row per family. Columns could be: A – family code; B – number of members; C – drinking and cooking; D – bathing; E – clothes; F – utensils; G – toilet; H – others; I – total per day; J – per person per day. Choose the use-categories that fit what you actually found. Enter every value in litres.

Useful formulas.

  • Total for a family in row 2: =SUM(C2:H2) adds C2 to H2.
  • Use per person: =I2/B2 divides the total by the number of members.
  • Average per person across 10 families in rows 2 to 11: =AVERAGE(J2:J11).
  • Highest and lowest: =MAX(J2:J11) and =MIN(J2:J11).

Type a formula in one cell, then drag it down to copy it for every family. If you have no computer, the same calculations work with a calculator; a spreadsheet simply saves time and reduces mistakes.

Average per person is the most important figure. One correct way is to add the total use of all families and divide by the total number of people. (Averaging each family's per-person figure gives a slightly different answer when family sizes differ; say which method you used.)

Looking for patterns. Which use is largest — usually bathing, clothes or utensils? Which families use much more than average, and why — a car washed daily, a garden, a leaking tank, an RO purifier? Which use much less, and is that because of shortage? Note the reasons beside the numbers.

Presenting. A bar graph compares families; a pie chart shows how one family's or the whole sample's water is divided among uses. Give every chart a title, labels and units.

Formulas to remember
  1. Average use per person per day = total litres used by all families ÷ total number of people.
  2. Spreadsheet: =SUM(range) adds; =AVERAGE(range) finds the mean; =MAX and =MIN give the highest and lowest.
  3. Percentage of a use = (litres for that use ÷ total litres) × 100.

3Worked example

Three families: F1 has 4 people using 420 L; F2 has 6 people using 540 L; F3 has 2 people using 300 L. Find the average use per person and say which family uses most per person.
Step 1Total litres = 420 + 540 + 300 = 1,260 L.
Step 2Total people = 4 + 6 + 2 = 12.
Step 3Average per person = 1,260 ÷ 12 = 105 L per day.
Step 4Per person in each: F1 = 105 L, F2 = 90 L, F3 = 150 L.
Step 5F3 uses most per person; ask why — perhaps a garden or car washing — and note the reason.
More examples
  • Ten families with 46 people using a total of 4,830 L a day: average = 4,830 ÷ 46 = 105 L per person per day.
  • =SUM(C2:H2) adds the six uses of the family in row 2.
  • A pie chart showing bathing 30%, clothes 22%, utensils 25%, toilet 15%, drinking and cooking 5%, others 3%.

4Your turn

In a spreadsheet, which formula finds the average of the values in cells J2 to J11?

5Remember this

One line to keepTabulate in litres, let formulas do the arithmetic, and explain every unusually high or low figure.
Common mistake. Typing numbers with units into spreadsheet cells (such as ‘90 L’); the spreadsheet treats them as text and cannot add them — keep units in the column heading.
Topic 8 of 12
💧8

Rainwater availability from secondary data

By the end you canEstimate rainwater available per person per day from area, rainfall and population, and cite each source.

1Think first

If you know how much rain fell on your village in a year, how could you work out how much water that is in litres?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

How much water does nature give your area each year? You can estimate it from two secondary figures: the area of your district, block, town or village, and its annual rainfall. Rainfall is measured as the depth of water that would stand on flat ground — for example 800 mm (0.8 m) in a year.

Step 1 – Collect the data from reliable sources: area from the district website or census handbook; rainfall for a stated year from the India Meteorological Department or the state's agriculture or revenue department; population from the census or local office. Record each source and its year.

Step 2 – Convert units. 1 km² = 10,00,000 m² (one million); rainfall in mm ÷ 1,000 = metres; 1 m³ = 1,000 L.

Step 3 – Total rainwater. Volume (m³) = area (m²) × rainfall (m). Multiply by 1,000 for litres.

Step 4 – Share for homes. As a rough planning guide, about 70 per cent of water goes to agriculture and animals, 20 per cent to industry and 10 per cent to domestic use. So domestic share ≈ total × 0.1.

Step 5 – Per person. Divide the domestic share by the population for litres per person per year, then by 365 for litres per person per day.

An example with a village. Area 5 km², rainfall 700 mm, population 4,000.

  • Area = 5 × 10,00,000 = 50,00,000 m²; rainfall = 0.7 m.
  • Volume = 50,00,000 × 0.7 = 35,00,000 m³ = 350 crore litres.
  • Domestic share (10%) = 35 crore litres.
  • Per person per year = 35,00,00,000 ÷ 4,000 = 87,500 L; per day = 87,500 ÷ 365 ≈ 240 L.

Limits of this estimate. Not all rain can be used: much evaporates or runs off into rivers, and rain falls in a few monsoon months, not evenly through the year. Also, rivers carry water from where rain falls to people far downstream; everyone in a river basin shares that water. So the figure is a rough guide, useful for comparison, not an exact supply.

Citing sources. Write each figure with where it came from and the year, for example: ‘Rainfall 2024: 700 mm, District Statistical Handbook, published by the district administration.’

Formulas to remember
  1. Rainwater volume (m³) = area (m²) × annual rainfall (m); litres = m³ × 1,000.
  2. 1 km² = 10,00,000 m²; rainfall (m) = rainfall (mm) ÷ 1,000.
  3. Domestic share ≈ 10% of total (planning guide: 70% agriculture, 20% industry, 10% domestic).
  4. Per person per day = domestic share (L) ÷ population ÷ 365.
Whenannual rainfall in an area increasesThenthe total rainwater received increases in the same proportion
Whenthe population grows while rainfall stays the sameThenthe water available per person falls

3Worked example

A town has an area of 12 km², annual rainfall 900 mm and a population of 1,50,000. Estimate domestic rainwater available per person per day.
Step 1Area = 12 × 10,00,000 = 1,20,00,000 m²; rainfall = 0.9 m.
Step 2Volume = 1,20,00,000 × 0.9 = 1,08,00,000 m³ = 1,080 crore litres.
Step 3Domestic share (10%) = 108 crore litres = 1,08,00,00,000 L.
Step 4Per person per year = 1,08,00,00,000 ÷ 1,50,000 = 7,200 L.
Step 5Per person per day = 7,200 ÷ 365 ≈ 19.7 L — far below need, so the town must depend on river water or groundwater from elsewhere.
More examples
  • Village: 5 km², 700 mm rain, 4,000 people → about 240 L per person per day available for domestic use.
  • A town of 20 km² with 1,000 mm rain receives 20 × 10,00,000 × 1 = 2 crore m³ of rainwater in a year.
  • Source note: ‘Population 4,012 (Census 2011, village directory).’

4Your turn

An area of 1 km² receives 500 mm of rain in a year. How much rainwater is that?

5Remember this

One line to keepArea × rainfall gives the water nature provides; dividing the domestic share by population shows what each person could have.
Common mistake. Using rainfall in millimetres directly with area in square metres; rainfall must be in metres for the answer to come out in cubic metres.
Topic 9 of 12
📘9

Comparing consumption with norms and finding wastage points

By the end you canCompare local water use with availability and national norms, and locate and measure wastage points.

1Think first

How much water do you think one dripping tap could waste in a whole year?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

Comparing with norms. Now place three figures side by side:

Your average use per person per day (primary)Rainwater available per person per day (secondary, your calculation)Prescribed norm
e.g. 105 Le.g. 240 L55 L for rural areas under the Jal Jeevan Mission; 135 L for urban areas with piped sewerage (the national urban planning norm)

Norms change over time, so note the year and check the latest figure on the Ministry of Jal Shakti website. Discuss: Is your locality using more or less than the norm? Is enough available? If use is far above the norm, where is it going? If it is far below, are families facing shortage? Always state where each figure came from, for example: ‘Jal Jeevan Mission target of 55 litres per person per day, Ministry of Jal Shakti, as reported in a Press Information Bureau release, 2024.’

Ways to increase availability: planting trees, keeping lakes and rivers clean, reducing wastage, recycling water and harvesting rainwater.

Finding wastage points. Walk around your home and school with a notebook. Look for dripping taps, wet patches under pipes or on walls, overflowing overhead tanks, leaking flush tanks (a faint trickle into the toilet pan), and taps that do not close fully. For each, note the location, the type of problem and a photograph if allowed.

Measuring the wastage. Place a mug or bucket under the leak. Start the stopwatch, collect for a fixed time — say 10 minutes — and measure the water collected. Repeat once. Then scale up:

Wastage per day (L) = water collected (L) ÷ minutes collected × 1,440 (there are 1,440 minutes in a day).

For an overflowing tank, time how long it overflows each day and measure the overflow rate the same way as a tap's flow rate.

A table of wastage points, each with litres lost per day, becomes the most powerful page of your report: it shows exactly where to act first — usually where the loss is largest and the repair is cheapest.

Formulas to remember
  1. Prescribed norms (check the current year): 55 L per person per day for rural areas (Jal Jeevan Mission); 135 L per person per day for urban areas with sewerage.
  2. Wastage per day (L) = litres collected ÷ minutes collected × 1,440.
  3. Wastage per year = wastage per day × 365.

3Worked example

A school tap drips 0.3 L in 15 minutes. Find the wastage per day and per year.
Step 1Rate = 0.3 ÷ 15 = 0.02 L per minute.
Step 2Per day = 0.02 × 1,440 = 28.8 L.
Step 3Per year = 28.8 × 365 ≈ 10,512 L.
Step 4Compare: that is more than ten 1,000-litre tanks a year from one tap.
Step 5Record location, problem and loss, and list the tap for repair first if the fix is cheap.
More examples
  • A dripping tap fills 150 mL in 10 minutes: 0.15 ÷ 10 × 1,440 ≈ 21.6 L lost per day, about 7,900 L a year.
  • An overhead tank that overflows for 15 minutes every morning at 10 L/min wastes 150 L a day.
  • A locality using 160 L per person in a town where the norm is 135 L looks for its extra 25 L in car washing and leaks.

4Your turn

What is the Jal Jeevan Mission's target supply for rural areas?

5Remember this

One line to keepCompare use with what is available and what is prescribed, then measure each leak in litres per day so the biggest losses are fixed first.
Common mistake. Comparing your figure with a norm without stating the norm's source and year; norms change, and a reader must be able to check them.
Topic 10 of 12
💧10

Fixing leaks and reducing water use

By the end you canDescribe how a leaking tap is repaired safely and measure the savings from simple water-saving changes.

1Think first

What small part inside a tap do you think stops water when you turn it off?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

Many leaks need only a small repair. Invite a local plumber to school to show you the inside of a tap and the tools used — a spanner, an adjustable wrench, plumber's (PTFE) tape and spare washers. Work only with the plumber or another adult, and turn off the water supply to that tap before starting.

How a common screw-down tap is repaired (in outline):

  • Close the stop valve or main supply, then open the tap to let the remaining water drain out.
  • Remove the cap or cover on the handle, undo the screw and take off the handle.
  • Use the spanner to unscrew the bonnet (headgear) and lift it out. Inside are the rubber washer, an O-ring on the spindle and the jumper valve.
  • Replace the worn washer and O-ring with new ones of the same size. A little tap grease on the spindle makes it seal well and turn smoothly.
  • Refit the bonnet and handle without over-tightening, which can crack fittings.
  • Turn the water back on and check that the tap no longer drips.

If water seeps from a pipe joint, the plumber may rewrap the thread with PTFE tape. A worn washer typically costs only ₹5–10; one fixed drip can save thousands of litres a year.

Reducing use.

  • Open taps partly — most of us open a tap fully out of habit.
  • Aerators and flow restrictors screwed onto the tap mouth mix air with water or narrow the flow, giving a full-feeling stream with much less water — often cutting flow by half.
  • Use a bucket and mug instead of a shower or hose; turn the tap off while brushing or soaping.
  • Run washing machines with full loads.
  • Fit a float valve or a level alarm on the overhead tank so it stops overflowing.
  • Use a dual-flush toilet or place a filled one-litre bottle in an old flush tank.

For each change you make, measure before and after with your flow-rate method, and record the litres saved per day. A saving that is measured is far more convincing than one that is guessed.

Formulas to remember
  1. Safety rule: repair taps only with an adult or plumber, after turning off the water supply.
  2. Water saved per day = (old flow rate − new flow rate) × minutes of use per day.
Whenan aerator or flow restrictor is fitted to a tapThenthe flow rate falls and less water is used for the same task
Whena tap's washer wears outThenthe tap no longer seals and keeps dripping

3Worked example

A family's kitchen tap runs at 10 L/min for 40 minutes a day. An aerator costing ₹120 reduces it to 6 L/min. Find the daily and monthly saving.
Step 1Old use = 10 × 40 = 400 L per day.
Step 2New use = 6 × 40 = 240 L per day.
Step 3Saving = 400 − 240 = 160 L per day.
Step 4Monthly saving = 160 × 30 = 4,800 L.
Step 5So a one-time cost of ₹120 saves nearly 5,000 L every month.
More examples
  • A tap measured at 12 L/min falls to about 6 L/min after fitting an aerator.
  • Replacing a ₹8 washer stops a drip that was wasting about 25 L a day.
  • Closing the tap while soaping in the bath, instead of letting it run, saves several buckets a week for one family.

4Your turn

What must you do first before opening up a leaking tap for repair?

5Remember this

One line to keepSupply off, washer replaced, tap tested — and every water-saving change is measured before and after.
Common mistake. Over-tightening the tap handle to stop a drip; this crushes the worn washer further and can crack the fitting, instead of fixing the cause.
Topic 11 of 12
💧11

Recharging groundwater and reusing greywater

By the end you canExplain how groundwater can be recharged and how greywater can be safely reused at home and in school.

1Think first

Where does the water from your bathroom go after you have used it — and could it do another job first?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

Groundwater — the water in wells, borewells and hand pumps — is one of India's most important sources. Water stored underground hardly evaporates, which is a big advantage. But in many districts it is pumped out faster than rain can refill it, so the water table keeps falling. Communities can help rainwater soak back into the ground. Three principles guide this work:

  • Hold water where it falls. On sloping land, low earthen walls called contour bunds are built along contour lines (lines joining points of equal height). Rain is held behind each bund instead of rushing downhill, so it soaks in and soil erosion is reduced.
  • Slow down running water. A small check dam across a stream slows the flow so that more water seeps into the ground and can also be used for irrigation.
  • Help water sink in. A percolation tank, a recharge pit filled with layers of boulders, gravel and sand, or borewell recharge from rooftop rainwater lets water enter the aquifer.

You can volunteer in such work in your area, or help your school set up a rooftop rainwater recharge pit.

Reusing greywater. Used water from bathing, washbasins, washing machines and the kitchen sink is called greywater. (Water from toilets is blackwater and is not reused this way.) Greywater can be reused for watering plants, cleaning floors and courtyards, flushing toilets, or recharge after treatment.

  • Simple reuse: water used for washing vegetables or rinsing rice can go straight to the kitchen garden. Water from a washbasin or hand pump area can be led by a channel to plants — provided it is not very soapy.
  • Reed bed system: greywater first flows into a sedimentation tank, where solid particles settle. It then passes slowly through a bed of gravel and sand planted with water-loving plants such as Canna indica and Colocasia (arbi). The roots and the tiny organisms living on them take up organic matter and some pollutants, and the cleaner water collects at the outlet for garden use. Rivers clean themselves in a similar natural way — plants absorb dissolved substances, oxygen helps break down organic matter and sunlight kills many germs.

Never drink treated greywater, and keep greywater systems covered so they do not breed mosquitoes.

Formulas to remember
  1. Greywater: used water from baths, washbasins, washing machines and kitchen sinks, which can be reused for non-drinking purposes.
  2. Contour bund: an earthen bund built along a contour line to hold rainwater on a slope.
  3. Reed bed: sedimentation tank → planted gravel bed → cleaner water for gardening.
Whencontour bunds or check dams slow down rainwaterThenmore water soaks into the ground and the water table can rise
Whengreywater is reused for gardens and flushingThenless fresh water is drawn from the supply

3Worked example

A school's washbasins produce about 400 L of greywater a day. Its garden needs about 300 L a day. Plan a reuse system and estimate the saving.
Step 1Collect washbasin water in a covered sedimentation tank so that grit and solids settle.
Step 2Pass it through a small reed bed planted with Canna indica.
Step 3Store the outflow in a covered drum with a tap for garden use.
Step 4Garden demand of 300 L is fully met from 400 L of greywater, so 300 L of fresh water is saved daily.
Step 5Over 200 school days, this saves 300 × 200 = 60,000 L in a year.
More examples
  • A school directs its roof water through a filter into a recharge pit beside an old borewell.
  • Water from washing vegetables, collected in a bucket, waters the kitchen garden each morning.
  • A reed bed of Canna plants behind the school washroom cleans washbasin water for the garden.

4Your turn

Which of these is greywater?

5Remember this

One line to keepHold rain, slow it and help it sink in; and give lightly used greywater a second job before it goes down the drain.
Common mistake. Pouring very soapy or oily kitchen water directly onto plants; it can harm the soil, so such water should be settled and filtered, or used for other purposes.
Topic 12 of 12
📘12

Estimating future demand, costing and reporting

By the end you canEstimate future water demand for new residents, cost water-saving solutions and present the audit with sources.

1Think first

If a big hostel opened near your school tomorrow, would your locality have enough water?No wrong answer. Think for a moment, then read on.

2The idea, in plain words

Estimating future needs. Planners must know how demand will grow. Use your average consumption per person (or the prescribed norm) to estimate:

Extra demand per day = number of new people × consumption per person per day.

Scenario 1: a housing society of 100 homes with about 4 people each is built near your village. New people = 400. If average use is 105 L per person, extra demand = 400 × 105 = 42,000 L per day. If the society follows the urban norm of 135 L, it would need 54,000 L per day.

Scenario 2: a college hostel for 1,000 students opens. At 100 L per student, extra demand = 1,00,000 L per day. Compare this with the present supply: if the locality now gets 3,00,000 L a day, demand rises by one-third. Where will the extra water come from? What saving, recharge or reuse could cover part of it?

Costing your solutions. Every suggestion should carry a cost and a saving:

ItemApprox. cost (₹)Saving
Tap washer and O-ring10–20about 20–30 L/day per leaking tap
Tap aerator80–150up to half the tap's flow
Overhead tank float valve250–500stops daily overflow
Small recharge pit (materials)3,000–8,000roof rainwater recharged each monsoon

Prices vary by place and year; note the shop and date. Show which actions are cheapest per litre saved.

Record-keeping. Keep the project file in order: survey forms, measurements with units, the data table, calculations, charts, sources with years, photographs taken with permission, and a log of the periods spent on each activity.

Reporting and action. Share findings with families, the school and the community. You can write a polite letter to the Gram Panchayat or ward office giving your data and suggestions — fixing public taps, promoting greywater for gardens, recharging the borewell near the hand pump, or rainwater harvesting. You might also write a simple computer programme that estimates a family's water use from their answers, or carry out a similar audit of electricity or food waste.

Reflect and explore careers. What surprised you? What three habits will you change? People who do this work include environmental engineers and scientists, water auditors, hydrologists, plumbers, social workers and urban planners.

Formulas to remember
  1. Extra demand per day = number of new people × consumption per person per day.
  2. Percentage increase in demand = (extra demand ÷ present supply) × 100.
  3. Cost per litre saved = cost of the fix ÷ litres saved over a chosen period.

3Worked example

A locality of 2,500 people uses 110 L per person per day and receives 3,00,000 L a day. A society of 150 homes with 4 people each is planned. Is the supply enough?
Step 1Present demand = 2,500 × 110 = 2,75,000 L per day, which the supply of 3,00,000 L covers.
Step 2New people = 150 × 4 = 600; extra demand = 600 × 110 = 66,000 L per day.
Step 3New total demand = 2,75,000 + 66,000 = 3,41,000 L per day.
Step 4Shortfall = 3,41,000 − 3,00,000 = 41,000 L per day.
Step 5Suggest how to close it: fixing leaks, aerators, greywater reuse and rainwater harvesting in the new society, each with a cost and saving.
More examples
  • 100 new homes × 4 people × 105 L = 42,000 L extra per day.
  • A hostel of 1,000 students at 100 L each needs 1,00,000 L per day.
  • A letter to the ward office listing 6 leaking public taps losing about 150 L a day, with a request for repair.

4Your turn

A new hostel will house 500 students using 90 L each per day. What is the extra daily demand?

5Remember this

One line to keepMultiply new people by use per person to plan ahead, give every suggestion a cost and a saving, and report with your sources.
Common mistake. Presenting suggestions without numbers; ‘save water’ persuades nobody, but ‘fixing six taps for ₹120 saves 150 L a day’ gets action.

Key Concepts

Water audit
A systematic examination of the sources, availability, uses and wastage of water in a place, ending with suggestions to save water.
Data
Information such as facts, figures, words, photographs or videos collected for a specific purpose.
Primary data
Data collected first-hand through measurement, observation, surveys or interviews.
Secondary data
Data collected by others and obtained from reliable sources such as government reports, which must be cited with its year.
Reliability
The quality of data that gives nearly the same result when collected again in the same way.
Data integrity
Keeping data accurate, honest and consistent from collection to reporting.
Sample
A smaller group, such as ten families per student, chosen to represent a whole population.
Flow rate
The volume of water that comes out of a tap, shower or pipe per minute, measured in litres per minute.
Cubic metre
A unit of volume equal to 1,000 litres, used for large quantities of water.
Per capita consumption
The average amount of water used by one person per day.
Jal Jeevan Mission
A national mission begun in 2019 to give every rural household a functional tap connection, targeting 55 litres per person per day.
Jal Shakti Abhiyan
A national campaign encouraging people to ‘catch the rain’ through rainwater harvesting, recharge and renovation of water bodies.
Groundwater
Water stored underground in soil and rock layers, drawn through wells, borewells and hand pumps.
Contour bund
An earthen bund built along a line of equal height on a slope to hold rainwater and reduce soil erosion.
Check dam
A small barrier across a stream that slows running water so that more of it soaks into the ground.
Percolation tank
A tank or pond built to let collected rainwater seep slowly into the ground to recharge groundwater.
Greywater
Lightly used water from baths, washbasins, washing machines and kitchen sinks that can be reused for non-drinking purposes.
Reed bed
A natural filtration system in which greywater flows through gravel planted with water-loving plants that remove pollutants.
Aerator
A small fitting on a tap mouth that mixes air into the stream to reduce water flow without weakening the spray.

End-of-Chapter Trial Paper & Test Questions

Topic-wise questions to test your understanding of every concept in this chapter.

  1. Which of these is primary data in a water audit? (a) The census population of your town (b) The flow rate you measured at the school tap (c) District rainfall from a government report (d) Water supplied to your ward, from the municipal website / जल लेखा-परीक्षा में इनमें से कौन-सा प्राथमिक आँकड़ा है? (a) आपके नगर की जनगणना जनसंख्या (b) स्कूल के नल पर आपके द्वारा मापी गई प्रवाह दर (c) सरकारी रिपोर्ट से ज़िले की वर्षा (d) नगर निगम की वेबसाइट से आपके वार्ड को दिया गया पानी
    Show answer

    (b) The flow rate you measured at the school tap — you collected it first-hand; the other three come from other sources and are secondary data. / (b) स्कूल के नल पर आपके द्वारा मापी गई प्रवाह दर — इसे आपने स्वयं एकत्र किया है; बाकी तीनों दूसरे स्रोतों से मिले हैं और द्वितीयक आँकड़े हैं।

  2. How many litres are there in one cubic metre? (a) 10 L (b) 100 L (c) 1,000 L (d) 10,000 L / एक घन मीटर में कितने लीटर होते हैं? (a) 10 L (b) 100 L (c) 1,000 L (d) 10,000 L
    Show answer

    (c) 1,000 L — a cube 1 m on each side holds 1,000 litres. / (c) 1,000 L — 1 मीटर भुजा वाले घन में 1,000 लीटर पानी आता है।

  3. A tap has a flow rate of 9 L per minute and is left open for 6 minutes. How much water is used? (a) 15 L (b) 54 L (c) 1.5 L (d) 96 L / एक नल की प्रवाह दर 9 लीटर प्रति मिनट है और उसे 6 मिनट खुला छोड़ा जाता है। कितना पानी उपयोग होता है? (a) 15 L (b) 54 L (c) 1.5 L (d) 96 L
    Show answer

    (b) 54 L — water used = flow rate × time = 9 × 6 = 54 L. / (b) 54 L — उपयोग किया गया पानी = प्रवाह दर × समय = 9 × 6 = 54 लीटर।

  4. What is greywater? (a) Water from toilets (b) Rainwater on a roof (c) Used water from baths, washbasins and kitchen sinks (d) Water in a deep borewell / ग्रेवॉटर क्या है? (a) शौचालयों का पानी (b) छत पर गिरा वर्षा जल (c) स्नानघर, वॉशबेसिन और रसोई के सिंक का उपयोग किया हुआ पानी (d) गहरे बोरवेल का पानी
    Show answer

    (c) Used water from baths, washbasins and kitchen sinks — it is lightly used and can be reused for gardens, cleaning or flushing; toilet water is blackwater. / (c) स्नानघर, वॉशबेसिन और रसोई के सिंक का उपयोग किया हुआ पानी — यह हल्का उपयोग किया हुआ पानी है जिसे बगीचे, सफ़ाई या फ़्लश में दोबारा उपयोग किया जा सकता है; शौचालय का पानी ब्लैकवॉटर होता है।

  5. Which structure is built along a line of equal height on a slope to hold rainwater? (a) Overhead tank (b) Contour bund (c) Water meter (d) RO purifier / ढलान पर समान ऊँचाई की रेखा के साथ वर्षा जल रोकने के लिए कौन-सी संरचना बनाई जाती है? (a) ओवरहेड टंकी (b) कंटूर बाँध (मेड़) (c) पानी का मीटर (d) RO शोधक
    Show answer

    (b) Contour bund — the earthen bund holds water at the same level so it soaks into the ground and soil erosion is reduced. / (b) कंटूर बाँध (मेड़) — मिट्टी की यह मेड़ पानी को एक ही स्तर पर रोकती है, जिससे पानी ज़मीन में रिसता है और मिट्टी का कटाव कम होता है।

  6. The Jal Jeevan Mission aims to supply rural households with how much water per person per day? (a) 25 L (b) 55 L (c) 135 L (d) 200 L / जल जीवन मिशन ग्रामीण परिवारों को प्रति व्यक्ति प्रतिदिन कितना पानी देने का लक्ष्य रखता है? (a) 25 L (b) 55 L (c) 135 L (d) 200 L
    Show answer

    (b) 55 L — this is the mission's rural target; 135 L per person per day is the norm used for urban areas with sewerage. / (b) 55 L — यह मिशन का ग्रामीण लक्ष्य है; 135 लीटर प्रति व्यक्ति प्रतिदिन सीवरेज वाले शहरी क्षेत्रों के लिए उपयोग होने वाला मानक है।

  7. Explain the difference between primary and secondary data, with two examples of each from a water audit. / जल लेखा-परीक्षा से दो-दो उदाहरण देते हुए प्राथमिक और द्वितीयक आँकड़ों का अंतर समझाइए।
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    Primary data is collected first-hand by the auditor through measurement, observation, surveys or interviews — for example, the flow rate of the school tap measured with a bucket and stopwatch, and the number of buckets a family says it uses for washing clothes. Secondary data has been collected by others and is obtained from reliable sources — for example, the population of the ward from the census, and the annual rainfall of the district from a government report. Secondary data must always be cited with its source and year, because such figures change over time. / प्राथमिक आँकड़े लेखा-परीक्षक स्वयं माप, अवलोकन, सर्वेक्षण या साक्षात्कार द्वारा एकत्र करता है — जैसे बाल्टी और स्टॉपवॉच से मापी गई स्कूल के नल की प्रवाह दर, और किसी परिवार द्वारा बताई गई कपड़े धोने में लगने वाली बाल्टियों की संख्या। द्वितीयक आँकड़े दूसरों द्वारा एकत्र किए गए होते हैं और विश्वसनीय स्रोतों से लिए जाते हैं — जैसे जनगणना से वार्ड की जनसंख्या, और सरकारी रिपोर्ट से ज़िले की वार्षिक वर्षा। द्वितीयक आँकड़ों के साथ सदा उनका स्रोत और वर्ष लिखना चाहिए, क्योंकि ऐसे आँकड़े समय के साथ बदलते रहते हैं।

  8. A dripping tap fills 200 mL in 10 minutes. How much water does it waste in a day and in a year? Suggest a fix. / एक टपकता नल 10 मिनट में 200 mL पानी भर देता है। यह एक दिन और एक वर्ष में कितना पानी बर्बाद करता है? सुधार का उपाय बताइए।
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    200 mL = 0.2 L. Rate = 0.2 ÷ 10 = 0.02 L per minute. Per day = 0.02 × 1,440 = 28.8 L. Per year = 28.8 × 365 ≈ 10,512 L. The usual cause is a worn washer or O-ring. With an adult or plumber, the water supply is turned off, the handle and bonnet are removed, the washer and O-ring are replaced, the tap is reassembled without over-tightening, and the supply is turned back on and checked. A washer costs only about ₹5–10. / 200 mL = 0.2 लीटर। दर = 0.2 ÷ 10 = 0.02 लीटर प्रति मिनट। प्रतिदिन = 0.02 × 1,440 = 28.8 लीटर। प्रति वर्ष = 28.8 × 365 ≈ 10,512 लीटर। इसका सामान्य कारण घिसा हुआ वॉशर या O-रिंग होता है। किसी बड़े या प्लंबर के साथ पानी की आपूर्ति बंद की जाती है, हत्था और बोनट खोले जाते हैं, वॉशर और O-रिंग बदले जाते हैं, नल को बिना अधिक कसे फिर से जोड़ा जाता है, और आपूर्ति चालू करके जाँचा जाता है। एक वॉशर की कीमत केवल लगभग ₹5–10 होती है।

  9. A village has an area of 4 km², annual rainfall of 600 mm and a population of 3,000. Estimate the rainwater available for domestic use per person per day, taking the domestic share as 10%. / एक गाँव का क्षेत्रफल 4 km², वार्षिक वर्षा 600 mm और जनसंख्या 3,000 है। घरेलू हिस्सा 10% मानकर प्रति व्यक्ति प्रतिदिन घरेलू उपयोग के लिए उपलब्ध वर्षा जल का अनुमान लगाइए।
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    Area = 4 × 10,00,000 = 40,00,000 m²; rainfall = 0.6 m. Volume = 40,00,000 × 0.6 = 24,00,000 m³ = 2,40,00,00,000 L. Domestic share = 10% = 24,00,00,000 L. Per person per year = 24,00,00,000 ÷ 3,000 = 80,000 L. Per person per day = 80,000 ÷ 365 ≈ 219 L. This is only a rough guide, because much rain evaporates or runs off and falls only in the monsoon months. / क्षेत्रफल = 4 × 10,00,000 = 40,00,000 m²; वर्षा = 0.6 m। आयतन = 40,00,000 × 0.6 = 24,00,000 m³ = 2,40,00,00,000 लीटर। घरेलू हिस्सा = 10% = 24,00,00,000 लीटर। प्रति व्यक्ति प्रति वर्ष = 24,00,00,000 ÷ 3,000 = 80,000 लीटर। प्रति व्यक्ति प्रतिदिन = 80,000 ÷ 365 ≈ 219 लीटर। यह केवल मोटा अनुमान है, क्योंकि बहुत-सा वर्षा जल भाप बनकर उड़ जाता है या बह जाता है और वर्षा केवल मानसून के महीनों में होती है।

  10. Describe how a reed bed system cleans greywater for reuse. / रीड बेड प्रणाली ग्रेवॉटर को दोबारा उपयोग के लिए कैसे साफ़ करती है, वर्णन कीजिए।
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    Greywater from washbasins, baths or kitchens first flows into a sedimentation tank, where heavier solid particles settle to the bottom. The water then flows slowly through a bed of gravel and sand planted with water-loving plants such as Canna indica and Colocasia. The plant roots, and the tiny organisms living around them, absorb and break down organic matter and some pollutants, while the gravel filters out fine particles. Cleaner water collects at the outlet and can be used for watering gardens, cleaning or flushing, but never for drinking. The system copies the way a flowing river cleans itself naturally. / वॉशबेसिन, स्नानघर या रसोई का ग्रेवॉटर पहले एक अवसादन टंकी में जाता है, जहाँ भारी ठोस कण नीचे बैठ जाते हैं। फिर पानी धीरे-धीरे बजरी और रेत की उस क्यारी से होकर बहता है जिसमें कैना इंडिका और अरबी जैसे पानी पसंद करने वाले पौधे लगे होते हैं। पौधों की जड़ें और उनके आसपास रहने वाले सूक्ष्म जीव कार्बनिक पदार्थों और कुछ प्रदूषकों को सोखते और तोड़ते हैं, जबकि बजरी बारीक कणों को छान देती है। साफ़ पानी निकास पर एकत्र होता है और उसे बगीचे की सिंचाई, सफ़ाई या फ़्लश के लिए उपयोग किया जा सकता है, पर पीने के लिए कभी नहीं। यह प्रणाली बहती नदी के प्राकृतिक रूप से स्वयं साफ़ होने की नकल करती है।

  11. A housing society of 100 homes with 4 people each is built near your village. If average use is 105 L per person per day, what is the extra demand? Suggest two ways to meet it. / आपके गाँव के पास 100 घरों की एक आवासीय सोसाइटी बनती है जिसमें हर घर में 4 लोग हैं। यदि औसत उपयोग 105 लीटर प्रति व्यक्ति प्रतिदिन है, तो अतिरिक्त माँग कितनी होगी? इसे पूरा करने के दो उपाय सुझाइए।
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    New people = 100 × 4 = 400. Extra demand = 400 × 105 = 42,000 L per day, or about 12.6 lakh litres a month. Two ways to meet part of it: (1) build rooftop rainwater harvesting and recharge pits in the society so that groundwater is replenished every monsoon; (2) reuse greywater from bathrooms and kitchens, after a reed bed or similar treatment, for gardens and toilet flushing, and fit aerators and float valves to reduce use and overflow. / नए लोग = 100 × 4 = 400। अतिरिक्त माँग = 400 × 105 = 42,000 लीटर प्रतिदिन, यानी लगभग 12.6 लाख लीटर प्रति माह। इसके एक भाग को पूरा करने के दो उपाय: (1) सोसाइटी में छत पर वर्षा जल संचयन और पुनर्भरण गड्ढे बनाएँ, ताकि हर मानसून में भूजल फिर से भरे; (2) स्नानघरों और रसोई के ग्रेवॉटर को रीड बेड जैसी प्रणाली से साफ़ करके बगीचे और शौचालय के फ़्लश में दोबारा उपयोग करें, और उपयोग तथा टंकी का उफान कम करने के लिए एरेटर और फ़्लोट वाल्व लगाएँ।

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