I have limit to solve , also its like prof , cause I already knows the answer but i don't know how :

$$\lim_{x \rightarrow zero} \frac{(1+x)^\frac{3}{2}-1}{x}$$

The answer should be: 3/2 ,
also x not equal to zero

Question

I have limit to solve , also its like prof , cause  I already knows the answer but i don't know how : 

$$\lim_{x \rightarrow zero} \frac{(1+x)^\frac{3}{2}-1}{x}$$

The answer should be:  3/2 , 
also x not equal to zero

anonymous · Answer

this is an indeterminate form so can't you use lhopitals rule?

foolaroundmath · Answer

it is of the form 0/0. So apply L'Hospital Rule. You should be able to solve this now

anonymous · Answer

It could be .. i just will tried that .