Answer Happy • 2. Let f:[0, 1/2][0,1], f(x)=sin x. Prove that there exists uniquely x € (0, 1/2) such that f(x)=.7.

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2. Let f:[0, 1/2][0,1], f(x)=sin x. Prove that there exists uniquely x € (0, 1/2) such that f(x)=.7.

Posted: Thu May 12, 2022 7:43 am

by answerhappygod

: 2 Let F 0 1 2 0 1 F X Sin X Prove That There Exists Uniquely X 0 1 2 Such That F X 7 1 (95.11 KiB) Viewed 43 times

2. Let f:[0, 1/2][0,1], f(x)=sin x. Prove that there exists uniquely x € (0, 1/2) such that f(x)=.7.