A sequence {an} is given by a1=root(3), a n+1 = root(3+an). show that {an} is monotonic and bounded, and calculate lim (n-infinity) an, if it exists.

Question

A sequence {an} is given by a1=root(3), a n+1 = root(3+an). show that {an} is monotonic and bounded, and calculate lim (n->infinity) an, if it exists.

Could someone just tell me what answer they get?

Reiny · Answer

Hannah, you had the same question several days ago and I gave you this answer http://www.jiskha.com/display.cgi?id=1246968911 Sorry that you didn't like it.