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বাং

Math Animations and Interactive Geometry

A proof is not something to memorise; it is something to see. Drag a corner of the triangle, turn the angle, and watch the formula stay true every time.

Grade 8–10

Pythagorean Theorem

The Pythagorean theorem explained: formula a² + b² = c², two proofs you can watch, the converse, Pythagorean triples and 10 worked examples. Drag the triangle yourself.

Grade 10–11

Trigonometric Ratios and the Unit Circle

Drag a point round the unit circle and watch sin, cos and tan change. Standard angle table, ASTC signs, identities, radians and graphs, with solved examples.

Grade 9–11

Quadratic functions and their graphs

Drag the vertex and change a, b, c to see how a quadratic function graph moves. Learn factoring, completing the square, the quadratic formula and discriminant.

Grade 9–10

Circle theorems

All the circle theorems with drag-and-check diagrams: angle at the centre, same segment, semicircle, cyclic quadrilateral, chords, tangents and alternate segment.

Grade 9–10

Heights and distances: elevation and depression angles

What angle of elevation and angle of depression mean, how the height-and-distance formula works, and how two observations solve a tower's height without ever measuring it — with an interactive simulation and solved problems.

Grade 9–11

Probability: experimental vs theoretical probability

What probability means, how the sample-space formula P(E) = n(E)/n(S) works, and why experimental frequency edges closer to theoretical probability the more you flip, roll or draw — with a coin, dice and coloured-ball simulator.

Grade 10–11

Arithmetic and Geometric Sequences

Learn the arithmetic and geometric sequence formulas for the nth term and sum, Gauss's pairing trick, and the sum-to-infinity formula a/(1−r), with a drag-and-slide bar-chart simulation and worked examples.

Grade 9–10

Mean, Median and Mode

Learn the mean, median and mode formulas, why the median resists an outlier while the mean does not, and the grouped-data median/mode formulas, by dragging points on a number line, with worked examples.

Keep studying this topic

The animation made the idea click; now turn it into marks. Syllabus, suggestions, textbooks and admission-test guides are below.

Animations in other subjects