Use the Adams Variable Step-Size Predictor-Corrector Algorithm with tolerance TOL = 10-6
Chapter 5, Problem 3(choose chapter or problem)
Use the Adams Variable Step-Size Predictor-Corrector Algorithm with tolerance TOL = 10-6 , hmax 0.5, and hmin 0.02 to approximate the solutions to the given initial-value problems. Compare the results to the actual values. a. y'= y/t (y/t)2 , I < ? < 4, >( 1) = 1; actual solution )>(/) = ?/( 1 + In r). b. y = I + y/t + (y/t)2 , 1 < t < 3, v(l) = 0; actual solution y(t) = ttan(ln t). c. =(y-f 1 )() +3), 0 < r < 3, y(0) =-2; actual solution y(t) =3 + 2(1-|-e_2')_l . d. y' = (t + 2t3 )y3 -ty, 0 < / < 2, y(0) = i; actual solution y(t) = (3 + 2/2 + b/)-'72
Unfortunately, we don't have that question answered yet. But you can get it answered in just 5 hours by Logging in or Becoming a subscriber.
Becoming a subscriber
Or look for another answer