Question: (a) Use ten steps of Euler's method to approximate yvalues for dy/dt = 1/t, starting at (1, 0) and using Δt = 0.1.
(b) Using integration, solve the differential equation to find the exact value of y at the end of these ten steps.
(c) Is your approximate value of y at the end of ten steps bigger or smaller than the exact value? Use a slope field to explain your answer.