Question: What is the analytical solution to this nonlinear ODE at the bottom (use judicious substitution). The k's are constants. yQ and yA are functions of

What is the analytical solution to this nonlinear ODE at the

What is the analytical solution to this nonlinear ODE at the bottom (use judicious substitution). The k's are constants. yQ and yA are functions of time. dya = -k1y k3y = -koy (ko = k + kg) = dt dyq = ky k2yQ dt ys = 1-ya-ye Selectivity = dyq dya = ky kuya -koya Find the analytical solution for: dyQ dya k2 yo ko y k1 ko

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