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EARLY ACCESS JMaths is in active development — new content added regularly

Topic 1: Number & Algebra

66 questions
1.1

Standard Form

6
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1.2

Arithmetic Sequences & Series

4
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1.3

Geometric Sequences & Series

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1.4

Financial Applications (compound interest, annual depreciation)

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1.5

Exponents & Logarithms

13
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1.6

Approximation & Percentage Error

14
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1.7

Amortization & Annuities

14
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1.8

Systems of Linear Equations (up to 3 variables, polynomial equations, GDC)

15
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Topic 2: Functions

36 questions
2.1

Equation of a Straight Line

6
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2.2

Functions: Domain, Range & Graph (function notation, inverse concept)

4
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2.3

Graph of a Function

13
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2.4

Key Features of Graphs (intersections, asymptotes, maxima, minima)

6
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2.5

Modelling with Functions (linear, quadratic, exponential, cubic, sinusoidal, direct/inverse variation)

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2.6

Modelling Skills (fitting models, choosing parameters, testing reasonableness)

7
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Topic 3: Geometry & Trigonometry

50 questions
3.1

3D Geometry, Volume & Surface Area (pyramid, cone, sphere, hemisphere, angle between line and plane)

4
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3.2

Trig Ratios, Sine & Cosine Rules (area of triangle, right-angled triangles)

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3.3

Applications of Trigonometry (elevation, depression, bearings, labelled diagrams)

7
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3.4

Arc Length & Sector Area

13
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3.5

Perpendicular Bisectors

13
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3.6

Voronoi Diagrams (sites, vertices, edges, cells, nearest neighbour interpolation, toxic waste problem)

13
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Topic 4: Statistics & Probability

52 questions
4.1

Population, Sample & Data Types

7
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4.2

Frequency Distributions & Histograms (cumulative frequency, box plots, quartiles, percentiles)

7
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4.3

Central Tendency & Dispersion (mean, median, mode, standard deviation, variance, grouped data)

7
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4.4

Linear Correlation & Regression (Pearson's r, scatter diagrams, line of best fit, prediction)

5
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4.5

Probability Concepts (sample space, complementary events, expected occurrences)

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4.6

Venn Diagrams, Trees & Tables (conditional probability, combined events, independence)

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4.7

Discrete Random Variables

7
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4.8

Binomial Distribution

6
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4.9

Normal Distribution

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4.10

Spearman's Rank Correlation

13
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4.11

Hypothesis Testing (chi-squared, t-test, goodness of fit, p-values, significance levels)

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Topic 5: Calculus

56 questions
5.1

Introduction to Limits

10
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5.2

Increasing & Decreasing Functions

13
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5.3

Derivative of x^n

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5.4

Tangents & Normals

8
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5.5

Integration as Anti-differentiation (boundary conditions, definite integrals, area under curve)

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5.6

Stationary Points

12
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5.7

Optimisation

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5.8

Trapezoidal Rule

13
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