This gives , which is correct.

Dividing both the numerator and the denominator by , we have

now this gives me 2.

What's wrong?

P.S. I tested the values on a calculator.

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- June 16th 2013, 12:17 AMHeilKingLimit problem (what's going wrong?)

This gives , which is correct.

Dividing both the numerator and the denominator by , we have

now this gives me 2.

What's wrong?

P.S. I tested the values on a calculator. - June 16th 2013, 03:36 AMPlatoRe: Limit problem (what's going wrong?)
Do not double post.

You can be banded for that. - June 18th 2013, 07:08 PMmpx86Re: Limit problem (what's going wrong?)

first it can be written as

now you cannot take x out since it is a**negative number**

this question can be done in the following way

since x is negative , convert it to a positive number by substituting y= -x or x= -y

therefore functon becomes

thus answer is infinity not minus infinity......