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Question

If there is a quadrilateral ABCD and you have measures of any three sides and two diagonals of quadrilateral ABCD, can you construct the quadrilateral?


A

No, it is impossible

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B

Yes, definitely

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C

With a measure of one angle too, yes

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D
with a measure of two angles too, yes
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Solution

The correct option is B

Yes, definitely


If we have 3 sides and 2 diagonals given to us, we can construct the quadrilateral. For e.g. If suppose AB, AC, BD, BC, and CD are given. We have all the measures of ΔABC and ΔBDC we can construct ΔABC and ΔBDC​​​​​​​. Now we can join points D and point A. Thus, we can construct the given quadrilateral.


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