Please very urgent. Just provide the correct answers only. no need for explanation or no need for steps

1 Consider the initial value problem: y'(x) = y(1) =b, with exact solution y(t) = 2t-1 -2. y()+2 (a) Approximate the solution of the initial value problem on the interval [1.3] using Euler's method with 5 time intervals. It is known that y = -0.314286 rounded to 6 decimal places. Give your answers below, correct to 6 decimal places. h= y3 = ys= (b) Calculate the local error e z. Give your answer rounded to 6 decimal places. ez (c) Calculate the global error E Give your answer rounded to 6 decimal places. 3 E3 1 Consider the initial value problem: y'(x) = y(1) =b, with exact solution y(t) = 2t-1 -2. y()+2 (a) Approximate the solution of the initial value problem on the interval [1.3] using Euler's method with 5 time intervals. It is known that y = -0.314286 rounded to 6 decimal places. Give your answers below, correct to 6 decimal places. h= y3 = ys= (b) Calculate the local error e z. Give your answer rounded to 6 decimal places. ez (c) Calculate the global error E Give your answer rounded to 6 decimal places. 3 E3