Represent the moments of the region R

bounded by the function f(x) = 2+x\displaystyle {2}+\sqrt{{{x}}} and g(x) =x\displaystyle \sqrt{{{x}}}

and the lines x=1 and x=3.

Mass = M = 13\displaystyle {\int_{{\text{1}}}^{{\text{3}}}}   dx

Moment about y-axis = My = 13\displaystyle {\int_{{\text{1}}}^{{\text{3}}}}   dx

Moment about x-axis = Mx = 13\displaystyle {\int_{{\text{1}}}^{{\text{3}}}}   dx

Then calculate the center of mass for R (round to 2 decimal places)

xbar =

ybar =