Question: Q7 First Derivative 4 Points Suppose g is a differentiable function such that it has derivative given by the formula g'(x) = (x -4)(x +

Q7 First Derivative 4 Points Suppose g is a differentiable function such that it has derivative given by the formula g'(x) = (x -4)(x + 3)x3 h(x) where h(r) > 0 for all r. Note: h() is always positive, and in particular cannot be zero. Q7.1 1 Point Does & = -3 belong to a local maximum or a local minimum? O local maximum O local minimum O neither a local maximum nor a local minimum O it is not possible to determine with the given information Q7.2 1 Point Does + = 0 belong to a local maximum or a local minimum? O local maximum O local minimum O neither a local maximum nor a local minimum O it is not possible to determine with the given information Q7.3 1 Point Does + = 4 belong to a local maximum or a local minimum? O local maximum O local minimum O neither a local maximum nor a local minimum O it is not possible to determine with the given information Q7.4 1 Point Does T = 8 belong to a local maximum or a local minimum? O local maximum O local minimum O neither a local maximum nor a local minimum O it is not possible to determine with the given information

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