Question

Please help with all the parts to the question

Consider the initial value problem y (t)-(o)-2. a. Use Euler's method with At-0.1 to compute approximations to y(0.1) and y(0.2) b. Use Euler's method with Δ-0.05 to compute approximations to y(0.1) and y(02) 4 C. The exact solution of this initial value problem is y·71+4, for t>--Compute the errors on the approximations to y(0.2) found in parts (a) and (b). Which approximation gives the smaller error? a. y(0.1)s (Type an integer or decimal rounded to five decimal places as needed.)

Answer 1

CA (o')= 2.175 2 12.17 2 336 20) 2(2) 2.68S 212.b3 구- 2.1313ナ(D.05) (212.173) 二2,2519 2.257

C) dd t 20 구ヒナc. ヒ·スact ニ2.3238 t we gor approxi maon win aller