MATH 255 Study Guide - Quiz Guide: Matlab
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September 25, 2020: consider the initial value problem y (t) = k(1 y(t))2, y(0) = y0, where k, y0 r. (a) solve the ivp. Explain your answer: consider the di erential equation ty + 3y = 5e t sin(2 t) (a) download the matlab function dirfield from canvas and save it to your matlab development environment. Save the gure as problem2. fig. (b) observe the gure problem2. fig. Based on what you see, determine whether the following statement is true or false. If y(t) is any solution of the equation above then lim t y(t) = 0. 0 y 2 with grid step size 0. 1 in both directions, and sample solutions for initial values y(0) = 0. 5, 0. 52, 0. 54, 0. 56, 0. 58, 0. 60. Save your response as beta. lim t y(t) = + (e) find the general solution of the equation. Save your response as gamma: suppose there are two lakes located on a stream.
