Thursday
April 24, 2014

Homework Help: Math

Posted by Hannah on Tuesday, July 7, 2009 at 8:15am.

a sequence {an} is given by a1 = (3)^1/2 , an+1 = (3+an)^1/2. Show that {an} is monotonic and bounded, and calculate the limit if it exists

Answer this Question

First Name:
School Subject:
Answer:

Related Questions

Math - A sequence {an} is given by a1=root(3), a n+1 = root(3+an). show that {an...
calculus - A sequence{an} is given by a1=sqrt(2), an+1=sqrt(2*an). a) by ...
Calculus - Determine whether the sequence with the given nth term is monotonic. ...
Math - limit of (x,y)--->(1,0) of ln(1+y^2/x^2+xy)) Find the limit, if it ...
Math - (a) Find the number c such that the limit below exists. Limit as x goes ...
Algebra - I need some help with algebra as I'm confused as to how to solve them...
calculus - (a) Find the number c such that the limit below exists. Limit as x ...
algebra - Could someone check my work; 1. Generate the first five terms in the ...
Calculus 3 - Find the limit, if it exists, or show that the limit does not ...
Calculus 3 - Find the limit, if it exists, or show that the limit does not exist...

Search
Members