Question

If,in a parallelogram PQRS,ANGLE P=x-30' and angle q=y+20',then what is x+y equal to?

Answer 1

Step-by-step explanation:

Given:-

P= x-30 , Q= y+20

It is a Parallelogram and it's adjacent angles are equal to 180.

So, x-30+y+20= 180

      x+y= 180+10

      x+y= 190

HOPE IT HELPED YOU...........

Answer 2

Angle P= x-30

angle Q= y+20

Now we know that the opposite angles of a parallelogram are equal..

so, angle P= angle R = x-30

angle Q= angle S= y+20

Now the sum of all the angles of parallelogram is 360°

angle(P+Q+R+S)= 360°

x-30°+y+20°+x-30°+y+20°=360°

2x+2y-60°+40°=360°

2x+2y-20°=360°

2x+2y=360°+20°

2x+2y=380°

2(x+y)=380°

so, x+y= 380°/2

therefore x+y=190°(ANSWER)

hope it helps mate!!!