Remind me how I would solve the following limit:
$$\ \Huge \lim_{x \to \2} \frac{x^2-x+6}{x-2} $$

Question

Remind me how I would solve the following limit:
$$\ \Huge \lim_{x \to \2} \frac{x^2-x+6}{x-2} $$

alexwee123 · Answer

w8 are you sure that you put down the correct equation? o.o

anonymous · Answer

It should be $$\ \Huge 2 $$ Not $$\ \Huge \2.... $$

alexwee123 · Answer

oh i meant for x2-x+6
because usually for these problems you would factor it out and simplify it in order to not let the equation be unidentified at a specific point

anonymous · Answer

It's correct

alexwee123 · Answer

then this would have no limit...

alexwee123 · Answer

the right and left hand limits are not same so there is no limit

anonymous · Answer

How is it DNE? (By the way the answer key in the back of the book states DNE). I'm just not sure how you can tell that it's DNE

alexwee123 · Answer

because the right and left hand limits are not same

alexwee123 · Answer

to find out the right hand limit put in a number into the equation that is barely greater than 2 and for the left hand put a number that is barely smaller than 2

alexwee123 · Answer

and i'm not really sure what DME stands for so i cant help you sorry :/

anonymous · Answer

DNE= Does Not Exist

alexwee123 · Answer

ohhhh then as i told you b4, limits can only exist when the right and left hand limits are same

anonymous · Answer

okay, thanks for the help

alexwee123 · Answer

np :)