Question

find the indicated limit:

Answer 1

lim x->2+ \[\frac{ 7\sqrt{x-2^{3}} }{ x-2 }\]

Answer 2

Your function isn't even defined at or around 2=x since x-8>=0 when x>=8
and 2 is definitely no in that interval

Answer 3

i dont get it

Answer 4

You have x-8 inside that square root

Answer 5

sqrt(x-8) exists over the reals when x-8>=0

Answer 6

Domain for that expression is \([8,\infty)\) There is nothing at around x=2

Answer 7

You could have meant a different function though. Look at what you wrote and confirm that is or isn't the function we should be looking at.