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Integration Higher Mathematics www.maths4scotland.co.uk Next

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Calculus Revision Back Next Quit Integrate Integrate term by term simplify

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Calculus Revision Back Next Quit Find

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Calculus Revision Back Next Quit Integrate Multiply out brackets Integrate term by term simplify

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Calculus Revision Back Next Quit Find

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Calculus Revision Back Next Quit Integrate Standard Integral (from Chain Rule)

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Calculus Revision Back Next Quit Find p, given

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Calculus Revision Back Next Quit Evaluate Straight line form

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Calculus Revision Back Next Quit Find Use standard Integral (from chain rule)

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Calculus Revision Back Next Quit Find Integrate term by term

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Calculus Revision Back Next Quit Integrate Straight line form

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Calculus Revision Back Next Quit Integrate Straight line form

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Calculus Revision Back Next Quit Integrate Straight line form

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Calculus Revision Back Next Quit Integrate Split into separate fractions

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Calculus Revision Back Next Quit Find Use standard Integral (from chain rule)

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Calculus Revision Back Next Quit Find

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Calculus Revision Back Next Quit Find

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Calculus Revision Back Next Quit Integrate Straight line form

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Calculus Revision Back Next Quit Given the acceleration a is: If it starts at rest, find an expression for the velocity v where Starts at rest, so v = 0, when t = 0

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Calculus Revision Back Next Quit A curve for which passes through the point Find y in terms of x. Use the point

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Calculus Revision Back Next Quit Integrate Split into separate fractions Multiply out brackets

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Calculus Revision Back Next Quit If passes through the point express y in terms of x. Use the point

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Calculus Revision Back Next Quit Integrate Straight line form

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Calculus Revision Back Next Quit The graph of passes through the point (1, 2). express y in terms of x. If simplify Use the point Evaluate c

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Calculus Revision Back Next Quit Integrate Straight line form

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Calculus Revision Back Next Quit A curve for which passes through the point (–1, 2). Express y in terms of x. Use the point

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Calculus Revision Back Next Quit Evaluate Cannot use standard integral So multiply out

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Calculus Revision Back Next Quit Evaluate Straight line form

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Calculus Revision Back Next Quit Evaluate Use standard Integral (from chain rule)

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Calculus Revision Back Next Quit The curve passes through the point Find f(x ) use the given point

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Calculus Revision Back Next Quit Integrate Integrate term by term

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Calculus Revision Back Next Quit Integrate Integrate term by term

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Calculus Revision Back Next Quit Evaluate

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Quit C P D www.maths4scotland.co.uk © CPD 2004

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9.1 Multiplying and Dividing Rational Expressions

9.1 Multiplying and Dividing Rational Expressions

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