This preview shows page 1. Sign up to view the full content.
Unformatted text preview: f ( x ) inside [ a, b ]. (b) Let f ( x ) = log x-sin x . Prove that f ( x ) has a unique maximum in the interval [4 , 6]. (Note that log means natural logarithm.) (c) Approximate this local maximum using six iterations of the bisection method with starting interval [4 , 6]. (2) (Order of Convergence) Apply the theorems on pp. 90-91 to the following problems: (a) Section 2.3 #8 (b) Section 2.3 #9 1...
View Full Document
- Fall '08