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Write an indirect proof proving the two non-right angles of a right triangle measure less than 90°.
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First, you must realize that the sum of all angles of any triangles is 180 degrees
So if the 2 nonright angles of a right triangle are a and b, a+b+90=180 a+b=90
If we assume that there is another right angle, than the other angle is 0, which is impossible. So, that is how it was proven.
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