$$
\lim\_{x\rightarrow 0}
|x|^{\sin x}
$$

my approach:-
Let $L = \lim\_{x\rightarrow 0} |x|^{\sin x}$
$$
\ln L = \lim\_{x\to0} (\sin x)\ln|x|
$$
that's it...
please help me

thanks in advance

answer to this problem is 1
Also I'm new here and Idk how to write in mathematical notation sorry.
I'll learn it soon.