IGCSE Mathematics Past Papers Edexcel & Cambridge Solutions.

Name: IGCSE Mathematics Past Papers Edexcel & Cambridge Solutions.
Rating: 4.9 (4 reviews)

Clear, simple, detailed explanations to help you solve exam questions confidently, improve accuracy, & boost your skills

Created byAbdelrahman Mostafa

Last updated 4/2026

English

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What you'll learn

How to break down difficult questions into simple steps
Powerful techniques to solve past paper questions efficiently
How to recognize common question patterns in exams
Strategies to avoid common mistakes
How to improve your speed and accuracy under exam conditions
How to build strong mathematical thinking skills
Gain confidence in tackling challenging questions

Course content

1 section • 7 lectures • 31m total length

Question 1 - Nancy has some coins with a total value of 85 pence.4:54
Question 1
Nancy has some coins with a total value of 85 pence.
She has only 2 pence coins and 5 pence coins.
The ratio
number of 2 pence coins: number of 5 pence coins = 1:3
Nancy has more 5 pence coins than 2 pence coins.
How many more?
Question 2 - Number of minutes that Abby spent walking each day in September.2:50
Question 2 of Extra sample assessment | September 2024 | Mathematics IGCSE
Pearson Edexcel International GCSE
Extra sample assessment material for first teaching September 2024
Paper Reference : 4WM2H/01
Mathematics A (Modular)
UNIT 2H
Higher Tier"

Past Paper : Paper 2

Question 2

The table gives information about the number of minutes that Abby spent walking each day in September.
Work out an estimate for the total number of minutes that Abby spent walking in September.

Mark Scheme
Past paper
IGCSE
Question 3 - Nanette buys 60 notebooks for a total cost of 780 dirhams.2:59
Question 3
Nanette buys 60 notebooks for a total cost of 780 dirhams.
Nanette sells 70% of the notebooks for 22 dirhams each.
She sells the remaining notebooks for 19 dirhams each.
Work out Nanette's percentage profit.
Give your answer correct to 3 significant figures.
Question 6 - Gemara works as a taxi driver.2:35
Question 6
Gemara works as a taxi driver.
Last week, he recorded the following information about the distances he drove.
For the 5 days from Monday to Friday, the mean number of kilometres he drove was 104
For the 7 days from Monday to Sunday, the mean number of kilometres he drove was 127
On Saturday, Gemara drove 132 kilometres.
Work out the number of kilometres he drove on Sunday.
Question 8 a - Ordinary Number to Standard Number (Scientific Notation)1:50
Convert ordinary numbers to standard form or scientific notation by rewriting 76 million as 7.6 times 10^7, ensuring one digit before the decimal and a positive power.
Question 13 - Percentage Change11:17
Q 24 - The surface area of sphere A is nine times the surface area of sphere B4:44
Question 24
The surface area of sphere A is nine times the surface area of sphere B
The difference between the volume of sphere A and the volume of sphere B is 117zt cm?
Find the radius of the smaller sphere.
Show your working clearly.

Requirements

Desire and eager to learn Mathematics
Ability to self learning
Discipline and consistency

Description

Do you feel stuck when solving mathematics exam questions?

Do past papers look overwhelming or confusing?

This course is your complete guide to mastering mathematics past papers step by step, with explanations designed to be simple, clear, and easy to follow—no matter your level.

Instead of memorizing answers, you will learn how to think like a top student and approach any question with confidence.

What Makes This Course Different?

Step-by-step solutions with full explanations
Simplified methods that make complex questions easy
Focus on understanding, not memorization
Techniques you can apply to any exam question
Designed for students of all levels

What You Will Learn

How to break down difficult questions into simple steps
Powerful techniques to solve past paper questions efficiently
How to recognize common question patterns in exams
Strategies to avoid common mistakes
How to improve your speed and accuracy under exam conditions
How to build strong mathematical thinking skills

Who This Course Is For

Students preparing for IGCSE, GCSE, or similar exams
Learners who struggle with understanding math solutions
Students who want to improve their grades and confidence
Anyone looking to master exam techniques in mathematics

Why Past Papers?

Past papers are the most effective way to prepare for exams.

In this course, you won’t just practice—you’ll understand exactly how to solve each question and why each step works.

By the End of This Course

You will be able to:

Solve exam questions with confidence
Apply proven techniques across different topics
Avoid common errors that cost marks
Approach exams with a clear strategy
Improve your overall mathematical performance

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Who this course is for:

Students preparing for IGCSE, GCSE, or similar exams
Learners who struggle with understanding math solutions
Students who want to improve their grades and confidence