Lim (8(sqrt(x)))/x
x ---> 0
How do I solve this problem? Please show step-by-step how to get to the answer.
Note that this function only approaches 0 from the right
lim 8√x / x =
x→ 0+
lim 8 / √x
x → 0+
As x approaches 0, √x is an extremely small positive number [but not 0 ]
So 8 / [ an extremely small number ] = infinity
So.....since the limit is infinite....this limit doesn't actually exist