√(x^13) is equal to:
(x^13)^(1/2) which is equal to:
(x^12*x^1)^(1/2) which is equal to
(x^12)^(1/2)*(x^1)^(1/2)
and the applicable rule: (a^b)^c=a^(b*c) so
x^(12*1/2)*x^(1*1/2)
x^6*x^(1/2)
x^6√x
Since a cube is defined to have the same measurement in all three dimensions, it's volume can be calculated by raising the measurement of one side to the power of three.
In the problem we are given a measurement in centimeters and we are tasked to find the volume in m³. To make the calculation easier, we can just convert the measurement immediately since we know 100cm = 1m. Following this conversion, 13cm will be equal to 0.13m.
For the volume we'll get:

cubic meters or

cubic meters if you are more comfortable expressing it in scientific notation.
You can then write really big numbers without running out of space
for example instead of 2300000000000000000000000000
you can just write 2.3 x 10^27