The consumption of a substrate in a reaction involving an enzyme is often modeled using Michaelis-Menton kinetics, which involves the initial value problem ds/dt = -Qs/K + s, s(0) = s₀, where s(t) is the amount of substrate present at time t ≥ 0, and Q and K are positive constants. Solve the initial value problem with Q = 10, K = 5, and s₀ = 50. Notice that the solution can be expressed explicitly only with t as a function of s. Graph the solution and describe how s behaves as t →∞.