Given the initial-value problem y'=^y + tV, 1 < < 2, y(l) = 0, with exact solution y() =
Chapter 5, Problem 9(choose chapter or problem)
Given the initial-value problem y'=^y + tV, 1 < ? < 2, y(l) = 0, with exact solution y(?) = r 2 (e' e): a. Use Euler's method with ft = 0.1 to approximate the solution and compare it with the actual values of y. b. Use the answers generated in part (a) and linear interpolation to approximate the following values of y and compare them to the actual values.
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