Posted by **Anonymous** on Wednesday, January 25, 2012 at 9:36pm.

use the definition of derivative to prove that

lim x->0 [ln(1+x)]/[x] = 1

## Answer this Question

## Related Questions

- calculus again - Suppose lim x->0 {g(x)-g(0)} / x = 1. It follows necesarily ...
- calculus plz heLP - can someone please prove the difference rule to me? d/dx[f(x...
- calculus - Need help with the following proof: prove that if lim x->c 1/f(x...
- Calculus - I have two similar problems that I need help completing. Please show ...
- Maths Calculus Derivatives & Limits - Using the definition of the derivative ...
- Calculus - need help! - Use the definition of the derivative to find f'(x) 1. f(...
- Calculus - Using the definition of derivative state the function, f(x) and the ...
- Calculus - Sorry for posting another quesiton..; f(x) = { -7x^2 + 7x for x<=...
- Calculus - How do I solve for lim h->0 (((a+h)^2 + 1)/(3(a+h)+7) - ((a^2 + 1...
- math - find derivative using limit definition: f(x) = x - sqrt(x) so f'(x) = lim...

More Related Questions