11

Lesson 11 of 20 ยท Patterns & Systems

Challengebeginner

Exponential Growth

What You'll Learn

๐Ÿง  Fold a paper in half. After 42 folds, it would reach the Moon! Exponential growth starts slow but becomes explosively fast. Here's how to do it: 1. Look carefully at the problem. What do you see? 2. Think about what you already know. Does this remind you of something? 3. Try an answer! It's totally okay to be wrong โ€” that's how we learn. 4. Check: did it work? If not, try something else! You're building your thinking muscles. The more you practice, the stronger they get!

Key Concept: Understanding doubling and exponential patterns

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Think About This

๐ŸŽ’ You're at school and something happens that involves understanding doubling and exponential patterns. Your teacher asks the class to think about it. What do you notice? What questions pop into your head?

Thinking Steps

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๐Ÿ‘€ What Do I See?

Look at the problem about understanding doubling and exponential patterns. What do you notice?

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๐Ÿค” What Do I Know?

What do you already know that could help? Have you seen something like this before?

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๐Ÿ’ก What's My Idea?

Think of an answer. Can you think of a second one too?

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โญ What Did I Learn?

Check your answer. Was it right? What did you figure out? Tell someone!

Key Points

1

Master understanding doubling and exponential patterns

2

Apply patterns & systems in real situations

3

Build habits of patterns & systems

Key Vocabulary

Cycle

Something that goes around and around

Connect

How things are linked together

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Why This Matters in Real Life

Grown-ups use patterns systems every day in their jobs. The practice you're doing now builds skills that last a lifetime!

Talk About It

Discuss these questions with a friend, parent, or classmate.

  • 1Can you explain understanding doubling and exponential patterns to a friend using your own words?
  • 2What was the most interesting thing you learned today?
  • 3Draw a picture of what you learned and show it to someone!

Check Your Understanding

Question 1

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What is the main idea of understanding doubling and exponential patterns?