These problems are different.
They use the same math you already know — but wrapped in ways you haven't seen before. There's no rush. Think slowly. Write your reasoning. The answer matters less than HOW you got there.
🎨 Unfamiliar Territory
Is 3 big pizzas more than 5 small pizzas? When is a smaller number 'more'?
Your thinking space:
🔗 Chain Reaction
I have number cards 2, 5, 7, 3. Arrange them smallest to biggest. Now remove one card. Which card changes the arrangement the least?
Show each step:
💬 Explain Your Thinking
Why is comparing important in real life? Give 3 examples outside math class.
Explain in your own words:
🏆 Olympiad Teaser
A > B, B > C, C > D. If A = 9 and D = 3, what could B and C be? Find ALL possibilities.
Think about what constraints the problem gives you. Write down what you KNOW for sure, then work from there. Often, trying small numbers first reveals a pattern.
Your answer and reasoning: