The equation / 48 / \/1 + (cosx)2 dx. Jo f -^=e-'2/2 dt - 0.45 can be solved for x by
Chapter 4, Problem 22(choose chapter or problem)
The equation / 48 / \/1 + (cosx)2 dx. Jo f -^=e-'2/2 dt - 0.45 can be solved for x by using Newton's method with /X 1 =e-'2/2 dt - 0.45 sThx and /' = V2jt To evaluate / at the approximation pk, we need a quadrature formula to approximate / ^=e--'2 d,. Jo y/2n a. Find a solution to f(x) 0 accurate to within 10-5 using Newton's method with po 0.5 and the Composite Simpson's rule. b. Repeat (a) using the Composite Trapezoidal rule in place ofthe Composite Simpson's rule.
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