There are 8 line segments of lengtH(in cm) 1,2,3...8.How many quads can be made with these line segments if circles can be inscribed in the quadrilaterals made?

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sudhir pal · Answer

in this problem we have chosen different possible sum of opposite side of quad and no of ways we can select these sides to form required quad. only 9 different sum of opposite side is possible with given length of lines.

ans: 22

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Sudhir,

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There are 8 line segments of lengtH(in cm) 1,2,3...8.How many quads can be made with these line segments if circles can be inscribed in the quadrilaterals made?

There are 8 line segments of lengtH(in cm) 1,2,3...8.How many quads can be made with these line segments if circles can be inscribed in the quadrilaterals made?

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There are 8 line segments of lengtH(in cm) 1,2,3...8.How many quads can be made with these line segments if circles can be inscribed in the quadrilaterals made?

There are 8 line segments of lengtH(in cm) 1,2,3...8.How many quads can be made with these line segments if circles can be inscribed in the quadrilaterals made?

1 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on Algebra

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