Please how solve it details thank you!. (Leave Q1 to Q10, Q21 to Q42}011: Use Euler's method to calculate the first three approximations to the given initialvalue problem for the specified increment size. Calculate the exact solution andinvestigate the accuracy of your approximations. Round your results to four decimalplaces.Y₁ = Yo + yX₂= xo + 2DX0.5+ 2015)(only questions Q11-Q20 Required)y'=1--y(2) = -1, dx = 0.5.XSol.y₁=yo+(1-2) dx = -1 + (1-¹) 4.5) = -0.25,Y2 = y₁ + (1-4) dx = -0.25+ (1--235) 0.5) - 0.3,Y3 = y₂ + (1-2) dx = 0.3 + (1 - 93) 6.5) = 0.75;+() y = 1 + P(x) = Q(x) == P(x) dx= S dx = ln |x| = ln x, x > 0 ⇒ v(x) = enx =⇒ y = √x - 1 dx = ( + C) ; x = 2, y = -1⇒ −1 = 1 + ⇒ C=y=-1⇒y(3.5)= 35 - 35 = 4.25 0.6071Q14: Use Euler's method to calculate the first three approximations to the given initiavalue problem for the specified increment size. Calculate the exact solution andinvestigate the accuracy of your approximations. Round your results to four decimalplaces.y' = y² (1 + 2x),y(-1) = 1,dx = 0.5

Given differential equation y'=1-yx =f(x,y) ………………………………1 Initial condition: y2=-1 that means x0=2…

011: Use Euler's method to calculate the first three approximations to the given initial value problem for the specified increment size. Calculate the exact solution and investigate the accuracy of your approximations. Round your results to four decimal places. Y₁ = yo+y ५. XX0 + 2D 0.5+ 20 y' = 1-²-y(2) = -1, dx = 0.5.