I would like to compare my answers and only require the correct answers in this case.

The graph of a function is given. Choose the answer that represents the graph of its derivative. Determine all the number(s) c which satisfy the conclusion of Rolles Theorem for f(1:) = 1:2 _ 2m 8 on[1,3] Select one: Q a. 1, 2 O b. 0, 1 O c. 1 Q d. 2.5 1+1 Find the relative extreme of the function \"13) = and where they I2+2I+2 occun Select one: 0 a. The maximum is _?1 at a? = 0 and the minimum is % at a? = _2 O b. The maximum is% at at = 0 and the minimum is 0 at a? = _2 O c. The maximum is 2 at a: = 0 and the minimum is % at a: = _2 0 d. The maximum is% at 3: = 0 and the minimum is 'T1 at 3: = _2 0 e. The maximum is _1 at a; = 0 and the minimum is 2 at a; = -2 2 Suppose a snowball melts and its surface area decreases at the rate of 1 m2/min, find the rate at which the diameter decreases when it reaches 10 cm. [Hintz surface area of a sphere is 47r1'2- Select one: 0 a 'm' 1 1 O C. W 0 d. :1 0 e. None of these Note the function below. Find all of the relative extrema and absolute extrema of the function. Select one: 0 a. Absolute Max (6,- 8); Absolute Min (9,6); Relative Max's (1,3) and (6,8); Relative Mini's (2,1) and (2,4) O b. Absolute Max (6,8); Absolute Min (9,6); Relative Max's (1,3) and (6,8); Relative Mini's (2,1) and (2,4) 0 0. Absolute Max (-6,8); Absolute Min (9,6); Relative Max's (1,3) and (6,8); Relative Mini's (2,1) and (2,4) 0 ol. Absolute Max (6,8); Absolute Min (9,6); Relative Max's (1,3) and (6,8); Relative Mini's (2,1) and (2,4) 0 e. Absolute Max (6,8); Absolute Min (9,6); Relative Max's (-1,3) and (-6,8); Relative Mini's (2,1) and (2,4)