Simplify the following expression. Assume x>0\displaystyle {x}>{0}.
(36x)1/2(6x1/7)\displaystyle {\left({36}{x}\right)}^{{{1}/{2}}}\cdot{\left({6}{x}^{{{1}/{7}}}\right)}

The answer can be written in the form Cxa\displaystyle {C}{x}^{{a}} where
the coefficient C\displaystyle {C} is:  
and the exponent a\displaystyle {a} is:   Note: enter the exponent as a reduced fraction or integer.