A window has the outline of a semicircle on top of a rectangle. Suppose that its circumference is 8+2n (note that there is no wood between the rectangle and the semicircle). Find the dimensions of the rectangle that will maximize the area of the window. (1 Point) O length - 4. witth = 3 length - 5. wideh 2 O lengah - 4, widh -2 O length-6, widh - 2

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