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If AB, across the window, measures 25 inches, calculate the area of the window in square inches.
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Now when we apply Pythagoras. Lets say side is a.\[ \sqrt{a^2 + a^2 } = 25\]\[\sqrt2a=25\]\[a = \frac{25}{\sqrt2}\]
Ares of square is \(a^2\) Area is \(\frac{625}{2}\)
so wats the answer...im not getting this
at all
is ther a picture?
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Area is \(\frac{625}{2}\)
whats the shape of the window?
its just a circle in the pic...
A = pi r^2 25^2pi = 625 625pi
Okay I thought A square sorry. Lana is correct
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haha thanks...i still have a few questions
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