In a quadrilateral ABCD, it is given that AB=AD=13, BC=CD=24, BD=24. If r is the circle inscribable in the quadrilateral, then what is yhe integer closest to r?
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43123456789012345678
Mayur8069:
1 ÷35
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Real answer is r= 7.63
Closest integer is 08
Inradius in Right angle Tripuziod is equal to area divided by Semiperimeter
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