Question

For constructing a unique quadrilateral which of the following statements is not correct.





ok thank you guys​

Answer 1

given

To construct a unique quadrilateral, we will need a minimum of 5 dimensions.

Here in option A, only four dimensions are provided, so a unique quadrilateral not possible because we don't know its angles.

In option B, we have five dimensions, but it does not result in a unique quadrilateral. we needed one more side length to construct uniquely.

In option C, It is not possible to construct a unique quadrilateral from only two diagonals given, unless it is a rhombus or square.

In option D, we have five dimensions. Here if we draw a side first then mark the angle on both ends then we can construct a quadrilateral uniquely.

Answer 2

Four sides and one diagonal are Given