Limits, derivatives, integrals — the mathematics of change!
What happens to a function as x approaches a value?
The concept of a derivative — instantaneous rate of change.
Coming SoonPower rule, product rule, quotient rule and chain rule.
Use derivatives to find turning points, maxima and minima.
Coming SoonThe reverse of differentiation — anti-derivatives.
Coming SoonUse definite integrals to calculate areas.
Coming SoonSubstitution, integration by parts, partial fractions.
Derivatives of sin, cos, tan and their inverses.
Coming SoonDifferentiating and integrating eˣ and ln(x).
Coming SoonUse calculus to solve real-world maximum and minimum problems.
Coming SoonThe deep connection between differentiation and integration.
Coming SoonRotate a curve around an axis to create a 3D solid.
Coming SoonPartial derivatives and multiple integrals in 3D.
Gradient, divergence, curl — calculus in vector fields.
Coming SoonModelling the world with derivatives — ODEs and PDEs.
Coming SoonTaylor series, Maclaurin series and tests for convergence.
Coming SoonRigorous foundations of calculus — epsilon-delta proofs.
Coming SoonCalculus extended to complex numbers — contour integration.
Coming SoonPractice Calculus with all 4 game types.
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