Limit of x/(x^2-x) as x approaches 0 | Calculus 1 Exercises

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We evaluate the limit of x/(x^2-x) as x approaches 0. This requires us to factor x out of the denominator, cancel, and then we can finish evaluating the limit by substituting x=0 into the resulting expression. #calculus #apcalculus

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WrathofMath
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anytime, L H rule would be effective against factorisation, unless you need to apply a series

sharveshmuralidharan
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x/(x^2-x)=1/(x-1) -> 1/(0-1)=-1, x->0

МаксимАндреев-щб
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I find it kind of fascinating.. How he start teaching relatively simple concepts in tank top.. And as the problems get gradually harder, he dresses up with shirts and even suits.. Wouldn't it be other way around honestly? The harder the math problem. The more comfortable you want to be.. As a matter of fact, when you reach Calculus Optimization problems. I want you to run amuck bare shirted. Please keep the pants on though.

Sonny