The derivative of a tunetipn at f at :r: is given bv mm) 2 11m f(w+h)f(m) hH] h provided the limit exists. Use the definition of the derivative to nd the derivative of f (I) = 532 + 13: + 1. Enter the full}.r simplified expression far f(m + h) 3123}. De net taster. f('+h)f($}= @ED