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Maths In Jobs

Be a junior theme park designer for a day maths challenge

An imaginative role-play challenge where children use queues, ride times, maps and capacity like a real theme park designer.

Quick answer

You can be a junior theme park designer for a day by using maths to work out how long queues are, how many people can fit on rides, and how to make the park fun and safe for everyone.

Learning outcome

By the end of this page, you will be able to use maths to plan how many people can go on rides, how long queues will be, and how to make sure everyone has a good time at a theme park. Success signs:
  • You can count how many people fit on a ride
  • You can work out how long a queue will be
  • You can plan where to put rides and queues
  • You can solve simple problems about space and time

Why this matters

Theme park designers use maths every day to make sure everyone has fun and stays safe. They work out how many people can fit on rides, how long queues are, and how to spread out crowds. You can use maths to design a fun and fair park, just like real designers do!

How it works

Designing a theme park is like solving puzzles with numbers. You need to:
  1. Count how many people can fit on a ride
  2. Work out how long it takes to go on a ride
  3. Plan where to put queues so people don't get stuck
  4. Make sure there are enough rides for everyone

Examples you can see

Let's imagine you're designing a new theme park with a big roller coaster. You know that:
  • The roller coaster can hold 24 people at once
  • Each ride takes 3 minutes
  • There are 120 people waiting in line
How many rides can the roller coaster do in an hour?
  • There are 60 minutes in an hour
  • Each ride takes 3 minutes
  • 60 ÷ 3 = 20 rides
How long will it take for all 120 people to go on the roller coaster?
  • Each ride holds 24 people
  • 120 ÷ 24 = 5 rides
  • Each ride takes 3 minutes
  • 5 × 3 = 15 minutes

Try it as a mini adventure

Adventure: Design Your Own Theme Park You are the junior designer for a new theme park called "Funland". Your job is to make sure everyone has a great time. Step 1: You have a big space for rides. You want to put 3 roller coasters, 2 carousels, and 4 water rides. How many rides do you have in total?
  • 3 + 2 + 4 = 9 rides
Step 2: Each roller coaster can hold 24 people. If 100 people want to ride, how many groups will they need?
  • 100 ÷ 24 = 4.16 groups
  • Rounded up = 5 groups
Step 3: Each group waits 10 minutes for a ride. How long will it take for all 100 people to go on the roller coaster?
  • 5 groups × 10 minutes = 50 minutes
Step 4: You have 2000 visitors coming to the park. If each visitor wants to ride 3 different rides, how many rides will be taken in total?
  • 2000 × 3 = 6000 rides

Common mistakes

  • Mistake: Thinking 100 ÷ 24 = 4.16 and not rounding up
    Why it happens: Children forget that if there are 4.16 groups, you still need 5 groups to fit everyone.
    Fix: Always round up when working with people or groups.
  • Mistake: Forgetting to multiply by the number of people when calculating total rides
    Why it happens: Children might only count how many rides there are, not how many times they're used.
    Fix: Remember to multiply the number of visitors by the number of rides each person takes.
  • Mistake: Adding up the number of rides instead of multiplying
    Why it happens: Children might confuse "how many rides" with "how many rides used".
    Fix: Count the total number of rides, then multiply by how many times each person rides.

Parent and carer guide

To help your child with this theme park design challenge:
  • Ask them to explain how they worked out the number of groups needed
  • Use real-life examples like counting how many people fit in a car or on a bus
  • Encourage them to draw a simple map of their park with different ride areas
  • Ask them to think about what happens when there are more visitors than rides
  • Make it fun by letting them design their own ride names and attractions
  • Don't worry if they make mistakes – that's how they learn!

Practice questions

  1. There are 150 people in line for a ride that holds 12 people. How many groups will there be?
    Answer: 150 ÷ 12 = 12.5, so 13 groups
  2. A ride takes 5 minutes. How many rides can be done in 2 hours?
    Answer: 2 hours = 120 minutes. 120 ÷ 5 = 24 rides
  3. There are 500 visitors and each wants to ride 2 different rides. How many total rides will be taken?
    Answer: 500 × 2 = 1000 rides
  4. Each ride holds 18 people. If 100 people want to ride, how many people will be left over?
    Answer: 100 ÷ 18 = 5 remainder 10. 10 people left over
  5. A roller coaster has 30 seats. If 200 people want to ride, how many full rides will there be?
    Answer: 200 ÷ 30 = 6 remainder 20. 6 full rides

FAQ

What kind of maths do theme park designers use?

Theme park designers use lots of maths including counting, division, multiplication, addition, and subtraction. They also use time, space, and capacity calculations.

How do I know how long a queue will be?

You need to know how many people are waiting, how many people can fit on a ride, and how long each ride takes. Then you can work out how many groups there are and how long everyone waits.

Can I use this maths at home?

Yes! You can use these same ideas when planning a party, organizing a game, or even when you're shopping and need to figure out how many items fit in a bag.

Why is it important to plan queues?

Good queue planning makes sure everyone has a fair chance to ride, keeps people safe, and makes the park fun for everyone. If queues are too long, people get frustrated.

What if there are more people than rides?

Then you need to spread out the rides so everyone can go on different ones. You might also need to add more rides or make some rides take less time.