A geometry student wants to draw a triangle inscribed in the ellipse $x^2+4y^2=16$. What is the area of the largest rectangle that the student can draw?
I know the final solution is $16$, but I am not sure of how to get that answer.
A geometry student wants to draw a triangle inscribed in the ellipse $x^2+4y^2=16$. What is the area of the largest rectangle that the student can draw?
I know the final solution is $16$, but I am not sure of how to get that answer.