I need help with 17 ABCD

17. Consider the following information in the chart. f(x) g(x) f' (x) g' (x) f" ( x) g" ( x) -5 1 O 2 10 1 2 5 -4 16 NIH 4 2 a. If h(x) = f(g(x)), find h'(1). (2 points) f ? cack ) ) . g' ( * ) - 5 - 7 0 2 product b. If j(x) = x . g(f(x)), find j'(1). (3 points)on bond ) olgillum lil braff and = 1 0 9? ( f ( x ) ) . f' ( x ) to chain 1 .4 5 - 4 1- 16 7 j' ( D AX 8 c. Find (f-1)'(2). (3 points) f ( 2 ) = ] f ( ? ) = 2 *' ( 2 ) = 1 2 1 ( - ) ( 2) = - 2 d. Find lim f (2+4x)-f'(2) (1 point) 4x-0 4x lim - + AXE 2 AX AX = 1 slope is becoming 4X incorrect reasoning