' LLLICDLIUII L V \\ I \"W ale Sheets k H I Suppose f and f '1 are differentiable functions. Suppose f(8) = 2 and f '(8) = 7. . e ' Question 1 _ , 1 (f 1) ( ) = 7 J f'1(x) B 0.43/1 pt '0 2-3 219 G Details Question 2 Set h(w) = . arctan(_i2) Part1on h'=l:l Approximate your answer up to two decimal places. Question 3 (fl) -(1) = :] > Next question 2 Get a similar question You can retry this question below Hint: Compute f(0). l: 0 Question 3 v l I l l . if I . I I _ . mnzmz : Score on last try: 0.67 of 1 pts. See Details for more. I . I l > Next question I 3 Get a similar question You can retry this question below : | | I : ' I : Part 1 of 3 : | : Set ft\") : 69x3+10$' E l I | : Question 1 Solve the equation f'(:n) = 0. If there are more than one solution, separate your answers with a l : comma. If there are no solutions, write DNE. l | ' I f a: = DNE '. . i Part 2 of 3 I | l Question 2 It can be shown that f is one-to-one on the entire real line. So, f has an inverse. Is f '1 : I differentiable on the entire real line? I E 0 Question 7 v I : ' ' No I 0 Yes . I Score on last try: 0.43 of 1 pts. See Details for more. | | | | | | . . . . . _____________________________________ . ______ Set g(x) = arctan(:c)f($). Suppose f(0) = 2 and 1,21110 f(0 + h; f(0) = 4 Question 1 am) = 2 Exact answers must be provided and expressions involving arctan(0) must be converted to radian measure. 7r 1r 7r 1r 7r For example, a.rcta:o(\\/) = 5 since 5 is the angle between E and 3 such that tan() = . Question 2 The equation of the tangent line of g at 0 is y