Construction of Parallelogram Given Its Sides and Area
Trending Questions
Q.
A parallelogram can be constructed uniquely if
measurement of one side is given
the measurement of one angle is given
measurement of two diagonals is given
the measurement of two adjacent sides and a diagonal is given
Q.
Given the length of 2 adjacent sides, a parallelogram can be constructed if
the included angle is given
one diagonal is given
two diagonals are given
All of the these
Q.
Which of the following measurements are necessarily needed to construct a parallelogram uniquely?
Two diagonals
Two sides
One side and one diagonal
Two sides and one diagonal
Q.
Given the length of two diagonals of a parallelogram, we need measurement of at least
three sides
one side
two sides
four sides
Q. Which of the following properties are used in the construction of a parallelogram given the measure of two sides and the angle between them?
- Opposite sides are equal.
- Opposite sides are parallel.
- Corresponding angles are equal.
- Diagonals bisect each other.
Q. In which of the following cases is the construction of a parallelogram possible?
- Measure of two adjacent sides.
- Measure of two consecutive sides and included angle.
- Measure of two adjacent sides and height are given.
- Measure of two diagonals.
Q. A parallelogram can be constructed if the length of the diagonals and the angle between them is known.
- False
- True
Q. Construct a parallelogram ABCD, in which diagonal AC = 3.8 cm, diagonal BD = 4.6 cm and the angle between AC and BD is 60°.