BEcbuse the derivative of a function represents both the slope of the tangent to the curve and the instantaneous rate of change of the function, it is possible to use information about one to gain information about the other. Consider the g E a (a) Over what interval(s) (a) through (d) is the rate of change of ftx) positive? (Select all that apply.) (b) Over what interval(s) (a) through (d) is the rate of change of x) negative? (Select all that apply.) Od (c) At what point(s) A through E is the rate of change of x) equal to zero? (Select all that apply.) O8 OC

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