Approximations

There are some functions that just cannot be integrated, so approximations are requred.

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11 x1 t16 07 approximations (2012) from Nigel Simmons

Reverse Chain Rule

Creating the derivative of a fuction to a power, so that it may be integrated

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11 x1 t16 06 derivative times function from Nigel Simmons

Finding the volume of solids with circular cross-sections

lesson notes:05 volumes

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11 x1 t16 05 volumes (2012) from Nigel Simmons

Using integration to find the area of shapes with irregular boundaries

lesson notes:04 areas

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11 x1 t16 04 areas (2012) from Nigel Simmons

When we don’t have limits to substitute into the intral it becomes indefinite

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11 x1 t16 03 indefinite integral (2012) from Nigel Simmons