The equation of an ellipse centered at the origin is $($x$^2/$ a$^2)+($y$^2/$b$^2)=1(1\mathrm{.}9)$where a and b are distances from the center along the x and y axes, respectively. The area of this ellipse can be calculated from the equation A $=$ pi$*$ab$(1\mathrm{.}10)$ Use MATLAB as a calculator to calculate the area of an ellipse with a $=5$and b $=10.$