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Determine the solution to equation (1) Rateofchangeof[A]altimedtda(t)=Rateofproductionk0Rateofdecayk1a(t) Hint (one example): Let z denote the displacement of the concentration a from its steady state: z(t)=a(t)ass=a(t)k0/k1 Next, use equation (1) to verify that z(t) satisfies the differential equation dtdz(t)=k1z(t)