Explore Artifacts

Master 3D Pythagoras and trigonometry with interactive visualizations. Learn to identify right-angled triangles in 3D shapes (cuboids, pyramids, prisms) and calculate space diagonals and angles.

A comprehensive guide to algorithms covering Big O notation, searching, sorting, recursion, divide and conquer, and graph algorithms like Dijkstra.

Explore the binomial theorem with Pascal's triangle visualization. Learn to expand (1+x)^n and calculate coefficients using nCr.

Master all 8 GCSE circle theorems with interactive visualizations. Explore angle relationships, tangent properties, and cyclic quadrilaterals.

Learn the fundamentals of differentiation. Explore the gradient of tangent lines, understand first principles, and master the power rule.

Learn to solve linear equations using the balance scale metaphor. Understand that whatever you do to one side, you must do to the other to keep the equation balanced.

Explore exponential and logarithmic functions. Visualize the inverse relationship between e^x and ln(x), master the laws of logarithms.

Explore how signals are decomposed into frequencies and understand the Nyquist limit. Learn why aliasing occurs when sampling rates are too low.

Discover integration as the reverse of differentiation. Visualize areas under curves and learn definite vs indefinite integrals.

Explore straight line graphs with the equation y = mx + c. Understand how gradient (m) and y-intercept (c) affect the line.

Explore Maclaurin and Taylor series expansions with interactive visualizations. Learn to derive standard expansions and understand convergence.

Master the normal distribution N(μ,σ²). Visualize bell curves, calculate Z-scores, and find probabilities.

Explore parametric equations with beautiful curve visualizations. Learn circles, ellipses, and convert between parametric and Cartesian forms.

Explore Pythagoras' theorem a² + b² = c² with interactive visualizations. See the visual proof with squares on each side.

Explore quadratic functions y = ax² + bx + c interactively. Visualize roots, vertex, axis of symmetry, and understand how the coefficients affect the parabola shape.

Understand scalar and vector quantities, contact and non-contact forces, calculate weight using W=mg, and find resultant forces. Includes force resolution for Higher Tier.

Solve simultaneous equations graphically and algebraically. Visualize the intersection point of two lines and learn elimination and substitution methods step-by-step.

Master the sine rule, cosine rule, and area formula for non-right triangles. Learn when to use each rule and solve bearings problems.

Master trigonometric ratios in right-angled triangles. Visualize sine, cosine, and tangent with interactive triangles.

Learn SQL fundamentals from database concepts to writing queries. Covers relational databases, DDL, SELECT queries, and JOIN operations.

Find and classify stationary points of functions. Learn the second derivative test to determine maxima, minima, and points of inflection.

Explore the four geometric transformations: reflection, rotation, translation, and enlargement. Visualize how shapes change.

Explore sine, cosine, and tangent graphs with transformations. Learn how amplitude, period, and phase shift affect the shape.

Master 2D vectors with interactive visualizations. Learn vector notation, calculate magnitudes, and perform operations.