if the sum of two opposites angle of parallelogram are 110 . find the measure of each of its angle
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Heya ✋
Let see your answer !!!!
We know that the opposite angles of a parallelogram are equal.
Let the opposite angles be x. Then,
x + x = 110
=> 2x = 110
=> x = 110/2
=> x = 55
Hence , the opposite angles are 55°.
Other angle = 180° - 55°
= 125°
Hence , the measures of each angles of a parallelogram are 55° , 125° , 55° and 125°.
Thanks :))))
Let see your answer !!!!
We know that the opposite angles of a parallelogram are equal.
Let the opposite angles be x. Then,
x + x = 110
=> 2x = 110
=> x = 110/2
=> x = 55
Hence , the opposite angles are 55°.
Other angle = 180° - 55°
= 125°
Hence , the measures of each angles of a parallelogram are 55° , 125° , 55° and 125°.
Thanks :))))
helper15:
thanks
Answered by
6
as we know that opposite angles of a parallelogram r equal .
So let us assume both the angle as x
so,x + x = 110
or, 2x = 110
or, x = 55
therefore its opposite two angles' measure is 55 degree
and we know that the sum of adjacent angles r 180 degree.
so, 180 - 55 = 125
so the remaining angles measure is 125 degree.
So let us assume both the angle as x
so,x + x = 110
or, 2x = 110
or, x = 55
therefore its opposite two angles' measure is 55 degree
and we know that the sum of adjacent angles r 180 degree.
so, 180 - 55 = 125
so the remaining angles measure is 125 degree.
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