Exponents and Roots

Exponents and Roots

Exponents and Roots for IB MYP Grade 3 Mathematics (ages 13–14): learners work on understanding square numbers and square roots, using index notation and applying laws of exponents.

Resources

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Exponents and Roots in IB MYP Grade 3 Mathematics

Exponents and Roots is part of IB MYP Grade 3 Mathematics, within Number. At this intermediate stage (ages 13–14), learners work on understanding square numbers and square roots, using index notation and applying laws of exponents.

MYP Mathematics is assessed against four criteria (A: knowing and understanding, B: investigating patterns, C: communicating and D: applying mathematics in real-world contexts). Regular practice with exponents and roots builds the knowledge and skills those criteria reward.

What learners practise

  • Understanding square numbers and square roots
  • Using index notation
  • Applying laws of exponents

For students

Work through the worksheets, practice questions and revision resources at your own pace. Check your answers, then redo anything that felt tricky and explain each answer in your own words.

For revision

Use these resources for homework, end-of-unit revision and catching up on anything missed in class.

For teachers

Use exponents and roots activities as a starter, homework or retrieval practice, and mix free and premium resources to differentiate.

Study tip

Show every step of your working, then check each answer by estimating first. Examiners reward clear reasoning as much as correct answers.

Quick answers

Who is the Exponents and Roots page for?

It is for IB MYP Grade 3 Mathematics learners, typically aged 13–14, and for the parents and teachers who support them.

Are exponents and roots resources free?

Many are. Each resource shows a clear Free or price label, so you can start with the free ones and add premium resources when you need more practice.

How should I use these resources?

Pick one resource, complete it without help first, then check and correct. Repeating this little and often is more effective than one long session.

Keep exploring

Number Exponents and Roots Exponents and Roots Exponents and Roots Exponents and Roots