Which of the following measurements are necessarily needed to construct a parallelogram uniquely?
Two diagonals
Two sides and one diagonal
Two sides
One side and one diagonal
A parallelogram can be constructed uniquely if the measurement of one diagonal and two sides are given.
To construct a parallelogram, a minimum of how many measurements need to be provided?
What are the minimum number of measurements required to construct a unique parallelogram?
Which of the following measurements can be used to construct a unique triangle?