Recent content by Ameyzing73

This makes sense as: in reality this can be simply written as ##r= c + x## . Squaring this equation would essentially give the same answer.

##r = (\sqrt (c^2)) + x## ##r = (\sqrt (c))(\sqrt (c)) + x## ##r^2 = (\sqrt (c))(\sqrt (c))^2 + x^2 + 2x(\sqrt(c^2))## ##r^2 = (\sqrt (c^2))(\sqrt (c^2)) + x^2 + 2x(\sqrt(c^2))## ##r^2 = c(\sqrt (c^2)) + x^2 + 2x(\sqrt(c^2))## That seems to be the only way to forcefully produce a single c out...