Question 6 (1 point) Two graphs are given. A student claims that the graph on the top is the derivative of the graph on the bottom. Which of the following are correct and consistent with their claims? (Select all that are correct.) [3 The zeros of the function on the bottom corresponds to the maxima and minima of the function on the top. [3 The zeros of the function on the top corresponds to the maxima and minima of the function on the bottom. [3 The function on the bottom is increasing when the function on the top is positive. [3 The function on the top is increasing when the function on the bottom is positive. [3 The function on the bottom is concave up when the function on the top is increasing. [3 The function on the top is concave up when the function on the bottom is increasing. [3 None of these options are correct and consistent with the claim. Question 7 (1 point) Two graphs are given. A student claims that the graph on the top is the derivative of the graph on the bottom. Which of the following are correct and consistent with this claims? (Select all that are correct.) [3 The zeros of the function on the bottom corresponds to the maxima and minima of the function on the top. [3 The zeros of the function on the top corresponds to the maxima and minima of the function on the bottom. [3 The function on the bottom is increasing when the function on the top is positive. C] The function on the top is increasing when the function on the bottom is positive. [3 The function on the bottom is concave up when the function on the top is increasing. [3 The function on the top is concave up when the function on the bottom is increasing. [3 None of these options are correct and consistent with the claim