|Apr29-12, 05:56 AM||#1|
Question regarding Mean Value Theorem.
1. The problem statement, all variables and given/known data
By using mean value theorem , show that
ln(1+x)<x whenever x>0
2. Relevant equations
3. The attempt at a solution
So there is another example in my book and they just use the formula
f ' (c) = f(b)-f(a) / b-a
but Im not sure how to work out my [a,b] interval.
|Apr29-12, 09:03 AM||#2|
Work on the interval [0,c] where c>0.
|Similar Threads for: Question regarding Mean Value Theorem.|
|Mean Value theorem question||Calculus & Beyond Homework||2|
|a question about mean value theorem||Calculus & Beyond Homework||2|
|Mean Value Theorem Question||Calculus & Beyond Homework||7|
|mean value theorem question||Calculus||4|
|mean-value theorem question||Calculus||2|