As with other problems in integration the results in this revision note may have further uses such as
- evaluating a definite integral
- finding the constant of integration
- finding areas under a curve, between a line and a curve or between two curves
Author
PaulExpertise
Maths
As with other problems in integration the results in this revision note may have further uses such as
cosec (cosecant, csc), sec (secant) and cot (cotangent) are the reciprocal functions of sine, cosine and tangent respectively.
The graph of where passes through the point .
Show that .
arcsin, arccos and arctan are (one-to-one) functions defined as the inverse functions of sine, cosine and tangent respectively.
b) Find .
Exponential functions have the general form . Special case: .
Logarithmic functions have the general form . Special case: .
a) Show that .
b) Find .
to absolutely everything:
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Paul has taught mathematics for 20 years and has been an examiner for Edexcel for over a decade. GCSE, A level, pure, mechanics, statistics, discrete – if it’s in a Maths exam, Paul will know about it. Paul is a passionate fan of clear and colourful notes with fascinating diagrams – one of the many reasons he is excited to be a member of the SME team.