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Construction of Quadrilateral When 3 Sides and 2 Diagonals Are Given

We cannot con...

Question

We cannot construct a quadrilateral if the measurements of 4 angles and one side is given.

A

False

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B

True

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Solution

The correct option is B True

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Q. We cannot construct a quadrilateral if the measurements of 4 angles and one side is given.

If we have measurements of 2 adjacent sides and minimum of __ angles, we can construct a unique quadrilateral.

If we have the measure of 4 possible sides of a quadrilateral and measure of one of its diagonals, we can construct a unique quadrilateral.

Q. If we have the measure of 4 sides of a quadrilateral and measure of one of its diagonals, how many distinct quadrilaterals can we construct?

Q. We can construct a quadrilateral, if the measure of 3 sides and is / are given.

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