Diagonals of a quadrilateral PQRS bisect each other. If angle p = 40 degree determine angle Q.
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with diagram
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Given:
- PQRS is a quadrilateral.
- ∠P = 40°
To Find:
- To determine ∠Q.
Solution:
- We have a PQRS as quadrilateral in which diagonals are drawn which bisect each other.
- So, PQRS is actually a parallelogram in which the sum of adjacent angles should be equal to 180°
- The two adjacent angles are ∠P and ∠Q.
- So, ∠P+∠Q = 180°
- 40 + ∠Q = 180 ⇒ ∠Q = 180-40
- ∠Q = 140°
The angle of Q is 140°
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