$\"\"$

The given limit is $\"\"$ .

Compare the limit with $\"\"$ , So $\"\"$ .

Now choose values of x close to 0, arbitrarily starting with $\"\"$ 0.03.

Then choose values of x > 0, starting with 0.03, that get closer to 0.01.

\ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \ \

\ x \	\ $\"\"$ 0.03 \	\ $\"\"$ 0.02 \	\ $\"\"$ 0.01 \	\ $\"\"$ \	\ 0.03 \	\ 0.02 \	\ 0.01 \
\ $\"\"$ \	1.0003	\ 1.00013 \	\ 1.000033 \	\ $\"\"$ \	\ 1.0003 \	\ 100013 \	\ 1.000033 \

Now infer that as x gets closer to 0.

Then the value of $\"\"$ .

$\"\"$

$\"\"$ .