Construction of a unique quadrilateral is possible if we have minimum measurement of 3 sides and _ included angles.

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Solution

To construct a unique quadrilateral, a minimum of 5 measurements are required.

Since we have the measurements of 3 sides, we need two more measurements.

Therefore, we can construct a unique quadrilateral if we have the measurement of 3 sides and 2 included angles.

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Construction of a unique quadrilateral is possible if we have a minimum measurement of 3 sides and ___included angles. (Answer in numbers)

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