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Last choice .

^ just wondering the three divides, what do it equal. Thanks.

want to know how did i get it ?

OK
Here is your equation\[\huge \frac{\frac{x^2-4}{x-8}}{x-2}\]

Yeah, I understand. Go on. Sorry, comp lagged for a second.

Just to let you know, I'm looking.

Cancel likely terms (x-2)
\[\huge \frac{1}{x-8}\times(x+2)\]=\[\huge \frac{x+2}{x-8}\]

GOt it ?

No, but I'll learn, lmao. Thanks tho.

lol,If u want any question i'am here :)