Two opposite angles of a parallelogram are 5x-2 and 40-x. Find the measures of each angle of the parallelogram
Answers
Answered by
36
Opposite angles of a parallogram are equal.
So, 5x-2=40-x
6x=42
X=7
Angle 1=5x-2 = 5(7)-2
= 35-2
=33
Angle 2= 40-x =40-7
=33
So, 5x-2=40-x
6x=42
X=7
Angle 1=5x-2 = 5(7)-2
= 35-2
=33
Angle 2= 40-x =40-7
=33
Answered by
37
Hi...☺
Here is your answer...✌
=================================
We know that,
★Opposite angle of parallelogram are equal
Therefore,
As per question,
5x-2 = 40-x
=> 5x+x = 40+2
=> 6x = 42
=> x = 7
These angle angle are = 5x-2
= 5(7)-2 = 35-2 = 33°
Now,
Another property,
★Sum of adjacent angle of parallelogram is 180°
Therefore others angle are = 180°-33°
= 147°
Hence ,
Angles are 33°,147°,33°,147°
Here is your answer...✌
=================================
We know that,
★Opposite angle of parallelogram are equal
Therefore,
As per question,
5x-2 = 40-x
=> 5x+x = 40+2
=> 6x = 42
=> x = 7
These angle angle are = 5x-2
= 5(7)-2 = 35-2 = 33°
Now,
Another property,
★Sum of adjacent angle of parallelogram is 180°
Therefore others angle are = 180°-33°
= 147°
Hence ,
Angles are 33°,147°,33°,147°
sushant2505:
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