To construct a convex quadrilateral, which of the following cases is not correct?

When the lengths of four sides and one diagonal are given.

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When the lengths of three sides and the two diagonals are given

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When the lengths of four sides and one angle are given

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When the lengths of two sides and two included angles are given

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Solution

The correct option is C When the lengths of two sides and two included angles are given
For constructing a convex quadrilateral, the requirement is any five thing, either sides or angle.
But when the length of two sides and two included angles are given, we have only four quantities, but we need five.

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