0 Question 5 8 0/1 pt '0 5 2 9 6) Details 1 Suppose that f is a function given as f(ac) = 2 1 . :1: i Simplify the expression u; + h). x+m=l , x+m~f@l Simplify the difference quotient, h $+M4f@)g h t The derivative of the function at a: is the limit of the difference quotient as h approaches zero. , . x+mf@)_ fmpm44477447_ haO Question Help: 8 Message instructor Submit Question Jump to Answer . Question 6 a 0/1 pt '0 5 2 9 G Details Suppose that f is a function given as f(35') : V 3:1: 7 7. Simplify the expression f(a: + h). m+m=l l nm+mfo) h . w+Mf@)% \" h Simplify the difference quotient, Rationalize the numerator in the difference quotient. (if applies, simplify again.) f(m+h)f($) =" h .\\ The derivative of the function at a: is the limit of the difference quotient as h approaches zero. fla' + h) - flail h