pdf, 21.57 MB
pdf, 21.57 MB
pdf, 20.78 MB
pdf, 20.78 MB
This is a superb Number GCSE and iGCSE topic worksheet collection support student lesson and home-learning.

It contains an A4 worksheet on each of the following topic, and also includes an answer sheet for each of them.

  • Place value
  • Ordering integers
  • Ordering fractions, decimals and percentages
  • Multiplying by powers of 10
  • Adding whole and decimal numbers
  • BIDMAS
  • Simple percentages
  • Converting between fractions and decimals
  • Converting between percentages and decimals
  • Converting between improper fractions and mixed numbers
  • Converting between fractions and percentages
  • Division
  • Basic Venn diagrams
  • Factors and Highest Common Factor
  • Multiples and Lowest Common Multiple
  • Multiplying numbers
  • Powers, indices and roots
  • Rounding numbers
  • Estimating significant figures
  • Equivalent fractions and simplifying fractions
  • Subtracting numbers
  • Negative numbers
  • Money problems
  • Types of numbers
  • Using a calculator
  • Adding and subtracting fractions
  • Increase and decrease by a percentages
  • Calculating a percentage of an amount
  • Compound interest
  • Similar or related calculations
  • Simple interest
  • One number as a percentage of another
  • Standard form
  • HCF and LCM using Venn diagrams
  • Reverse percentage calculations
  • Multiplying and dividing fractions
  • Multiplying and dividing decimals
  • Fractions of quantities
  • Negative indices
  • Unitary ratio and best value
  • Simplifying ratio and sharing using ratios
  • Combining ratios
  • Recurring decimals
  • Calculating harder percentages
  • Exchange rates
  • Product of prime factors
  • Reciprocals
  • Index laws
  • Time tables
  • Negative fractional indices
  • Accuracy with bounds
  • Upper and lower bounds
  • Converting using index form
  • Surds with brackets
  • Rationalising a denominator with surds
  • Percentage errors with Bounds
  • Error intervals and truncating
  • Operations with surds
  • Direct and inverse proportional change
  • Recurring decimals
  • Inequalities notation
  • Sum of an arithmetic series
  • Analogue clocks
  • Combining ratios and fractions

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