# REVIEW OF DIFFERENTIATION

May 29th, 2015
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Constant Function & its Derivatives Function - Y = f (x) = a Derivatives - δy/δx=0 Power Function & its Derivatives Function - Y = f axb Derivatives - δy/δx ------- = b.a.xb-1

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REVIEW OF DIFFERENTIATION Constant Function & its DerivativesFunction -Y = f (x) = aDerivatives - y ------- = 0 xPower Function & its DerivativesFunction -Y = f axb Derivatives - y ------- = b.a.xb-1 xSum of Function& its DerivativesFunction -Y = f (x) + g (x) Derivatives- y f(x) g(x)------- =------- + ------- xx gProduct of Two Function& its DerivativesFunction -Y = f (x) . g (x) Derivatives - y g(x) f(x)------- = f(x) . --------- + g(x) . --------- x x xQuotient of Two Function& its DerivativesFunction - f(x)y = ------- g(x) Derivatives - f(x) g(x) g(x). ------ - f(x) . ------- y xx ---- = ---------------------------------------

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