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O LEVEL MATHEMATICS

Variation

Discover how one quantity changes as another changes, and use that relationship to solve problems in everyday life.

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What Will You Learn?

Variation helps us understand how changing one quantity affects another.

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Direct Variation

Learn how quantities increase or decrease together.

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Inverse Variation

Understand quantities that move in opposite directions.

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Constant of Variation

Find the fixed value connecting two related quantities.

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Variation Equations

Turn relationships into equations that can be solved.

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Real-Life Applications

Apply variation to travel, cost, work and measurement.

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Mixed Review

Choose the correct variation method independently.

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Why Does This Topic Matter?

Variation appears whenever two quantities are connected in a predictable way.

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The more items you buy, the more you usually pay.

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The faster you travel, the less time the journey takes.

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Doubling a recipe doubles every ingredient.

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The cost of fruit may depend on its weight.

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CENTRAL IDEA

Related quantities often change in a predictable way.

Variation describes the relationship between quantities. Once that relationship is recognised, one value can be used to calculate another.

Understand what is changing before choosing a formula.

YOUR LEARNING JOURNEY

Work Through the Lessons Step by Step

Each lesson builds on the ideas introduced before it.

THE STUDYNEST METHOD

How We Will Approach Variation

We understand the relationship before using the formula.

1

Identify

Find the quantities that are changing.

2

Observe

Notice how the quantities move together.

3

Express

Write the relationship mathematically.

4

Check

Confirm that the answer fits the relationship.

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Every Relationship Has Meaning

Do not rush to memorise a formula before understanding what it describes.

Ask what changes, how it changes and which quantities are connected.

YOUR PROGRESS

Variation Journey

Begin with Lesson 1 and build your understanding one relationship at a time.

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Begin Lesson 1 โ†’