thank you!

B. Denote by L(t) the length of a fish at time t and assume that the fish grows according to the von dL Bertalanffy equation d = k(34-L(t)) with L(0) =2 The general solution is L(t) = A - (A - Lo)e-kt where A = maximum fish length and L(0) = Lo. b-1) Use this solution to determine k under the assumption that L(4) = 10. I b-2) Sketch the graph of L(t) for this value of k. c) Find the length of the fish when t =10 d) Find the asymptotic length of the fish, meaning find liml(t) = t-+60