In parallelogram PQRS, angle P = (9x - 5)º and
angle Q = (4x - 10). Find the values of x and angle
R
Answers
Answered by
11
Answer:
15°
Step-by-step explanation:
P and Q are adjacent angles of a parallelogram and add up to 180°.
9x - 5 + 4x - 10 = 180°
13x = 195°
x = 15°
Answered by
23
In llgm PQRS,
Angle p+q=180(sum of opp. sides of a llgm is 180)
9x-5+4x-10=180
13x-15=180
13x=180+15
13x=195
x=195/13
x=15
Now,Angle R =180-Q
So,R=180-4(15)-10
Angle R=110
Hope it helps!!!
:D
Angle p+q=180(sum of opp. sides of a llgm is 180)
9x-5+4x-10=180
13x-15=180
13x=180+15
13x=195
x=195/13
x=15
Now,Angle R =180-Q
So,R=180-4(15)-10
Angle R=110
Hope it helps!!!
:D
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