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hi! can you please help me? A rectangle is inscribed in the ellipse b^2 x^2+a^2 y^2=a^2 b^2 with each of its ides parallel to an axis of the ellipse. Find the greatest perimeter which the rectangle can have.
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Maximization problem? :) Oh these are fun!
So we'll need to create a `Perimeter Function` from the given information, then we'll need to use our `constraint`, the ellipse, to get that function in terms of one variable.
yes
|dw:1445239259473:dw|
yes i've done the figure part
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|dw:1445239341344:dw|To get to this vertex here, we travel some distance x to the right, and y up,
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