Question

In a parallelogram PQRS,LP=60° then find LQ LR LS​

Answer 1

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Answer 2

Step-by-step explanation:

Given : angle P = 60 °

To find : Angles Q, R , and S

Solution : We know that in parallelogram opposite side are parallel

So, PQ || SR

Sum of adjacent angles is 180 °

So, angle P + angle S = 180 °

angle S = 120 °

Similarly, SP || RQ

Sum. of Adjacent angles is 180 °

angle S + angle R = 180°

angle R = 60°

now we have the values of angle S angle p and angle R and we have to find the value of angle Q ,

So, by using angle sum property in parallelogram

Angle P + Q + R + S = 360°

angle Q = 120°

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