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Journey To School Maths

Maths hiding in getting to school: steps to school

Count steps in groups and estimate the whole journey.

Quick answer

By counting steps in groups, you can quickly estimate how many steps you take to get to school.

Learning outcome

By the end of this page, you will be able to count steps in groups and use that to estimate how many steps you take to get to school. Success signs:
  • You can count how many steps you take in one group (like 10 steps).
  • You can count how many groups of steps you take to get to school.
  • You can multiply the number of steps in one group by how many groups to estimate the total.
  • You can explain how this helps you know how far you walk to school.

Why this matters

When you walk to school, you take many steps. Counting steps in groups helps you understand how far you travel and how much you walk. This is useful for:
  • Estimating how far you walk to school
  • Measuring distance using your own steps
  • Understanding multiplication (groups of steps)
  • Improving your counting skills
  • Planning how long it takes to walk

How it works

Step-by-step:
  1. Choose a small group of steps (like 10 steps)
  2. Count how many times you take that group to get to school
  3. Multiply the number of steps in one group by how many groups
  4. That gives you your estimate for total steps

Examples you can see

Let's imagine you're walking to school and you want to count how many steps you take. Example 1: Small steps
  • You take 10 steps in one group
  • You do this 15 times
  • 10 × 15 = 150 steps
Example 2: Longer steps
  • You take 20 steps in one group
  • You do this 8 times
  • 20 × 8 = 160 steps
Example 3: Very short steps
  • You take 5 steps in one group
  • You do this 30 times
  • 5 × 30 = 150 steps

Try it as a mini adventure

Adventure: The Step Detective You are a detective on a mission to find out how many steps it takes to get to school. You need to solve the mystery by counting in groups. Step 1: Pick a small group of steps. Let's say 5 steps. Step 2: Walk 5 steps. Count them: 1, 2, 3, 4, 5. Step 3: Now, how many times do you do that 5-step group to get to school? Let's say it's 20 times. Step 4: Multiply to find the total: 5 × 20 = 100 steps. Step 5: You solved the mystery! You walk 100 steps to get to school. Step 6: Try it again with 10 steps per group. How many times do you do that? Let's say 10 times. Step 7: Multiply: 10 × 10 = 100 steps. Step 8: You found the same answer using different groups. That's cool!

Common mistakes

  • Mistake: Forgetting to count the group you start with.
    Why it happens: You might think you start counting from zero.
    Fix: Always start counting the group you begin with.
  • Mistake: Mixing up the group size and number of groups.
    Why it happens: You might accidentally multiply 10 by 20 when it should be 20 by 10.
    Fix: Always think: "How many steps in each group?" and "How many groups?"
  • Mistake: Not keeping track of how many groups you've done.
    Why it happens: You might lose count while walking.
    Fix: Use your fingers or a small notebook to keep track of groups.
  • Mistake: Using too big a group, so it's hard to count.
    Why it happens: You might try to count 100 steps at once.
    Fix: Start with a smaller group like 5 or 10 steps.

Parent and carer guide

Parents and carers can help by:
  • Choosing a short, safe path to school to practice
  • Using a small group of steps (5 or 10) to start
  • Letting the child count out loud
  • Writing down the group size and number of groups
  • Checking the multiplication together
  • Encouraging the child to try different group sizes
  • Practicing estimation with other distances (like walking to the park)
What to say:
  • "Let's try counting 10 steps at a time"
  • "How many times do we do that group?"
  • "What is 10 × 10?"
  • "That's a lot of steps!"
What not to worry about:
  • The child might make a mistake in counting
  • They might not get the exact number
  • They might want to try different group sizes
  • They might not like the idea of walking

Practice questions

  1. You take 5 steps in each group. You do this 12 times. How many steps is that?
  2. You take 10 steps in each group. You do this 8 times. How many steps is that?
  3. You take 15 steps in each group. You do this 5 times. How many steps is that?
  4. You take 20 steps in each group. You do this 4 times. How many steps is that?
  5. You take 25 steps in each group. You do this 3 times. How many steps is that?
Answers:
  1. 5 × 12 = 60 steps
  2. 10 × 8 = 80 steps
  3. 15 × 5 = 75 steps
  4. 20 × 4 = 80 steps
  5. 25 × 3 = 75 steps

FAQ

Why do we count steps in groups?

Counting steps in groups makes it easier to estimate how many steps you take. It's like counting apples in bags instead of one by one.

Can I use any number for the group size?

Yes, but smaller groups (like 5 or 10) are easier to count and remember.

How can I check if my answer is right?

You can add up the group sizes or use a calculator to multiply. You can also walk the same path again and try a different group size.

Is it okay if I don't get the exact number?

Yes! Estimating is a good skill. It's better to get close than to be exact if it takes too long.

Can I use this to measure other distances?

Yes! You can use this method to measure how far you walk to the park, to your friend's house, or to the shop.