Refer to the following graph of y = g(x). The domain of g is [−5, 2].
(a) What are the coordinates of the turning point(s)?
(b) What is the maximum value of g?
(c) Which input yields a minimum value for g?
(d) On which interval(s) is g increasing?
(e) Compute ∆g/∆x for each of the following intervals: [−5, −3]; [−3, −2]; [−5, 2].
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