Which of the following conditions can be used for the construction of quadrilaterals?

When 4 sides, 1 diagonal is given.

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When 4 angles, 1 side is given.

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When 3 angles, 1 side is given.

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When 2 angles, 1 side is given.

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Solution

The correct option is A
When 4 sides, 1 diagonal is given.

When 4 sides, 1 diagonal is given.

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Similar questions

For drawing a quadrilateral when 2 sides and 3 angles are given, the length of any 2 sides can be sufficient.

If a quadrilateral with 4 sides and a diagonal is given, which of the following conditions is used in the construction?

Statement $1$ : It is possible to construct a triangle when measurements of two sides and one angle are given.

Statement $2$ : It is possible to construct a triangle when measurements of two sides and included angle are given.

Choose the correct option.

Statement 1: It is possible to construct a unique triangle when the measurements of two sides and non-included angle are given.

Statement 2: It is possible to construct a triangle when the measurements of two sides and included angle are given.

Choose the correct option.

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