(1) (3 points) (a) For each real number c, explain why the initial value problem dy = ez+3, y(0) = 0 dac has a unique so
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(1) (3 points) (a) For each real number c, explain why the initial value problem dy = ez+3, y(0) = 0 dac has a unique so
(1) (3 points) (a) For each real number c, explain why the initial value problem dy = ez+3, y(0) = 0 dac has a unique solution y = f(x) which is defined and continuous for all values of x. (b) sketch the slope field for the DE = (x +3.
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