Suppose the constant function y(t) = 2 for all t is a solution of the differential equatio...

Suppose the constant function y(t) = 2 for all t is a solution of the differential equation

(a) What does this tell you about the function f (t, y)?

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(b) What does this tell you about the slope field? In other words, how much of the slope field can you sketch using this information?

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(c) What does this tell you about solutions with initial conditions