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Unformatted text preview: Derivatives of specific functions [c] = 0 Derivative of a constant [x r ] = rx r1 Power rule (r is any real constant) Trig functions: [sin x] = cos x [cos x] = sin x [tan x] = sec 2 x [cot x] = csc 2 x [sec x] = sec x tan x [csc x] = csc x cot x Logarithm functions: [ln x] = 1/x x > 0 [ln x] = 1/x x 0 [log b x] = 1 / (x (ln b)) x > 0, b constant: b > 0, b 1 [log b x] = 1 / (x (ln b)) x 0, b constant: b > 0, b 1 Exponential functions: [e x ] = e x [b x ] = b x (ln b) b constant, b > 0 Inverse trig functions: [sin1 x] = 1 / 1 x 2 [cos1 x] = 1 / 1 x 2 1 <= x <= 1 [tan1 x] = 1 / (1 + x 2 )...
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This note was uploaded on 02/20/2009 for the course MATH 1300 taught by Professor Clark,br during the Spring '08 term at Colorado.
 Spring '08
 CLARK,BR
 Geometry, Derivative, Formulas

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