There is a quadrilateral with 2 sides and 2 diagonals given. How many more pieces of data need to be provided to construct the quadrilateral ?
Only 4 measurements are given. A fifth measurement, a 3rd side needs to be given.
2 sides and 2 diagonals are given to construct a unique quadrilateral. How many more pieces of data needs to be provided to construct a unique quadrilateral?
When we start constructing a quadrilateral with 2 diagonals and 3 sides known, in how many ways can the construction be started?
If 3 sides and a diagonal are provided to construct a quadrilateral, 2nd diagonal can be of any length.