# Math Help - Bisection method problem

1. ## Bisection method problem

Hello everybody. I need some help on this prob.

The function defined by $f(x)=\sin \pi x$ has zeros at every integer. Show that when $-1 and $2, the Bisection method converges to

a. $0$, if $a+b<2,$
b. $2$, if $a+b>2,$
c. $1$, if $a+b=2$

2. I'm posting just to bring it to the first page in case someone hasn't seen it cause it got away with only 16 views.