Use the Midpoint Rule with m=n=2\displaystyle {m}={n}={2} to estimate the value for R4x+3ydA\displaystyle \int\int_{{R}}{4}{x}+{3}{y}{d}{A} on the rectangle R=[0,4]×[0,6]\displaystyle {R}={\left[{0},{4}\right]}\times{\left[{0},{6}\right]}