In this recording we look at an example of differentiation using the inverse function rule.

Differentiation using the inverse function rule (MathsCasts)

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We solve simultaneously the equations of a plane and a cone and show that the intersections are circles, parabolas, ellipses, hyperbolas, straight lines or just the origin.

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Deals with the details of calculating Fourier series coefficients for a function.

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Demonstrates that symmetry of functions helps us to shorten the calculation of the integrals needed for the Fourier coefficients.

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Introduces the idea of half-range Fourier series and addresses the question of why we use them.

Differentiation using the inverse function rule (MathsCasts)

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