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What is the value of xy?
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16 Jul 2019, 11:10
16 Jul 2019, 11:10
Expert Reply
00:00
Question Stats:
96% (00:51) correct
3% (00:14) wrong based on 30 sessions
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What is the value of xy?
Show: :: OA
7,200
Re: What is the value of xy?
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07 Aug 2019, 06:53
07 Aug 2019, 06:53
2
Look at the bottom triangle which is a equilateral triangle as all angles are y degree.
Therefore \(y = 60\) as \(60*3 = 180\)
Looking at the straight angle with x and y we get x=120 because angles in a straight line add to \(180\) and \(y = 60\)
Therefore \(x*y = 120*60 = 7200\)
Therefore \(y = 60\) as \(60*3 = 180\)
Looking at the straight angle with x and y we get x=120 because angles in a straight line add to \(180\) and \(y = 60\)
Therefore \(x*y = 120*60 = 7200\)
Re: What is the value of xy?
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21 Oct 2019, 11:14
21 Oct 2019, 11:14
1
the upper part is a hexagon (6-sided polygon), the sum of interrior angles of a hexagon is (6-2)*180=720, so x has a value of 720/6=120. at the bottom it is clear that x+y=180, then y=60 so 120*60=7200.
