Question: Consider a window the shape of which is a rectangle of height h surmounted by a triangle having a height T that is 0.6 times

Consider a window the shape of which is a rectangle of height h surmounted by a triangle having a height T that is 0.6 times the width w of the rectangle (as shown in the figure below).

If the cross-sectional area isA, determine the dimensions of the window which minimize the perimeter.

h =

w =

P.S. I found the answer for W. W = sqrt(2*A/(1-0.6+2*sqrt(0.6*0.6+1/4))), I need the answer for H in this format

Consider a window the shape of which is a rectangle of height

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