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Please help I'm very stuck Denote by L(t) the length of a fish at time t > 0, and assume that the fish grows according

Please help I'm very stuck

Denote by L(t) the length of a fish at time t > 0, and assume that the fish grows according to the equation dl dt = k(120 - L(t)) with L(0) = 8. Here k >0 is a constant. Solve this.differential equation (solve explicitly for L(t) s a function of t)

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