Question

Evaluate the following limits as x approaches 0.
i. x/ln (1+x)
ii. xx

Answer 1

for i., use l'Hopital's Rule...
for ii., why don't you just substitute x=0 because x*x=x^2 which is continuous over all x.

Answer 2

thanks i had 1/(1+x)

Answer 3

for i? isn't it 1/(1/(1+x)) = 1+x ?

Answer 4

is the second one\[x\cdot x\]or\[x^x\]?

Answer 5

\[x ^{x}\]