Energy Calculation for function $ y = \sqrt(x) $ with timespan from 0 to 1
$ P = \int_0^1\ \! |\sqrt(x)|^2 dx $
$ P = \int_0^1\ \! |x| dx $
$ P = {1 \over 2} * 1^2 - {1 \over 2} * 0^2 $
$ P = {1 \over 2} $
Average Power Calculation for function $ y = \sqrt(x) $ with timespan from 0 to 1
$ P = {1 \over {1 - 0}} \int_0^1\ \! |\sqrt(x)|^2 dx $
$ P = \int_0^1\ \! |x| dx $
$ P = {1 \over 2} * 1^2 - {1 \over 2} * 0^2 $
$ P = {1 \over 2} $
