Question: Solve d' y 1 day + = 0 Consider the initial value problem dt 3 t - 4 dt2 t y(1) = 1, y'(1) =

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d' y 1 day + = 0 Consider the initial value problem dt 3 t - 4 dt2 t y(1) = 1, y'(1) = 2, y"(1) = -14 What is the largest interval on which we are guaranteed to have a unique solution? O (a) (-14, 1) O (b) (0, 00) O (c) (0, 4) O (d) (-00, 4) O (e) (-00, 00)

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