AMS 11A Chapter 11.2: 2016 10 05 (11.2)

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If functions f and g have derivatives f" and g", respectively, then f + g has a derivative given by (f + g)" = f" + g". If f * g denotes the function whose value at x is given by (f * g)(x) = f(x) * g(x), then (f * g)" = f" * g + f * g". The derivative of a constant function is always 0. The derivative of a constant power of x is the exponent times x raised to a power one less than the given power ( The derivative of a constant times a function is the constant times the derivative of the. The derivative of the sum (difference) of two functions is the sum (difference) of their derivatives. (cid:4666) (cid:4667)= (cid:4666)3 5(cid:4667)+ (cid:4666) 1/2(cid:4667)= 3: (cid:4666) 5(cid:4667)+ (cid:4666) 1/2(cid:4667)= 3, 5 4+ 1. Find the derivative of (cid:4666) (cid:4667)= 2 (cid:4666) 2 5 + 2(cid:4667)when x = 2.

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