Question 3

O C. In(2q + 1) OD. 29+1 92 + 9 + 1 QUESTION 3 Let f ( x ) = In( * + *+2 ) 3 x 2 + 1 (Formulas: In U ( x) \\m v ( x ) = m(In(u(x) - In(v(x)>; (In(u(x)>' = u(x) U ( x ) ", etc.) Find the derivative first. Then evaluate the following: (a) f'(0) = (type an integer or simplified fraction of the form a/b without blank) ( b) f' ( 1 ) = (type an integer or simplified fraction of the form a/b or -a/b without blank) QUESTION 4 Find y' if V = logs(x2). O A. 2 (In (5))x O B. 2 X Oc. 1 O D. 1095(2X) Click Save and Submit to save and submit. Click Save All Answers to save all answers. MacBook Pro