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ABCD and MNOP are quadrilaterals as shown in the figure.




Which of the following is correct?

  • a)
    p+q+r+s = w+x+y+z

  • b)
    p+q+r+s < w+x+y+z

  • c)
    p+q+r+s > w+x+y+z

  • d)
    Either (B) or (C)

Correct answer is option 'A'. Can you explain this answer?
Verified Answer
ABCD and MNOP are quadrilaterals as shown in the figure.Which of the f...
p+q+r+s = 360 [ sum of interior angles of quadrilateral ]
w+x+y+z = 360 [ sum of interior angles of quadrilateral ]
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Most Upvoted Answer
ABCD and MNOP are quadrilaterals as shown in the figure.Which of the f...
This is the answer because the angle sum of a quadrilateral is 360 degree.
Both the polygons here are quadrilateral.
Therefore, the angle sum of them must be equal.
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Community Answer
ABCD and MNOP are quadrilaterals as shown in the figure.Which of the f...
Yes , the correct answer is A . ABCD is a Sruare and MNOP is Parallelogram .[ The angles in Square named as PQRS and in Parallelogram , angles named as XYWZ] . answer is a because Square has all the properties of Parellelogram.

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