(a) Mr. Andoh has a savings account with first deposit of GH ¢1200 and afterwards deposits GH ¢56 a week. Compute the value of the account at time t> 0 assuming the bank pays 8%. interest compounded without a pause. (b) Solve the initial value Problem N = T(N – N²) N(0)= No, where T, q are positive. Hence or otherwise, find the solution of the Verhulst mode when t → ∞ (c) Find the Wronskian of a given set {y1, Y2} of solutions of (1 – x?)y" – 2xy' + a(a + 1)y = 0 when W (0) = 1
(a) Mr. Andoh has a savings account with first deposit of GH ¢1200 and afterwards deposits GH ¢56 a week. Compute the value of the account at time t> 0 assuming the bank pays 8%. interest compounded without a pause. (b) Solve the initial value Problem N = T(N – N²) N(0)= No, where T, q are positive. Hence or otherwise, find the solution of the Verhulst mode when t → ∞ (c) Find the Wronskian of a given set {y1, Y2} of solutions of (1 – x?)y" – 2xy' + a(a + 1)y = 0 when W (0) = 1
Chapter6: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 8RE: Suppose an investment account is opened with aninitial deposit of 10,500 earning 6.25...
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