Question: MatLab Solve the following differential equation numerically using Euler's method: dy/dt = -2y + t^2 Provide your solution for the time range from 0 to

MatLab

Solve the following differential equation numerically using Euler's method: dy/dt = -2y + t^2 Provide your solution for the time range from 0 to 2 s using a time step of 0.5 s where y(0) = 1. Plot the relationship between y and t

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