Saturday
August 30, 2014

Homework Help: calculus

Posted by Nayyab on Monday, January 31, 2011 at 10:46pm.

Suppose that f(x) is bounded: that is, there exists a constant M such that abs(f(x)) is < or equal to M for all x. Use the squeeze theorem to prove that lim x^2f(x)=0 as x approaches 0.

if g(x) is Mx^2 then what is f(x) and h(x) according to the squeeze theorem.
Also, what is exactly is the function f(x) because it wants the limit of f(x) times x^2

Answer this Question

First Name:
School Subject:
Answer:

Related Questions

calculus - Suppose that f(x) is bounded: that is, there exists a constant M such...
calculus - It is known that x 2 + 4x ≤ f(x) ≤ -x 2 -4x the interval...
Calculus - Suppose f(x)= 7-8x^2, by the Mean Value Theorem, we know there exists...
math - would this be a correct proof of the cauchy-schwartz inequality: abs=...
Calculus - If 2x-2f(x)x^2-2x+2, determine limx-->2f(x)= (Use squeeze ...
calculus - Lim sin2h sin3h / h^2 h-->0 how would you do this ?? i got 6 as ...
calculus - Find the lim x->infinite (x/[3x+5]) where [] denotes the greatest ...
calculus - Determine the exact value for the constant k such that the area of ...
calculus - Prove that the limit as n approaches infinity of ((n!)^2)/(2n)! is 0...
CALCULUS! - suppose that 3 <_ f prime of x <_ 5, for all values x. show ...

Search
Members