Two adjacent angle of paralleogram have equal measure. Find the measure of each of the angle of paralleogram
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Let the equal adjacent side be x,
Therefore,
x + x = 180 { co-interior angles }
2x = 180
x = 90
Therefore, adjacent side = 90.
Opposite side of parallelogram are equal.
Therefore, all angles of parallelogram = 90°
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⭐HOPE IT HELPS⭐
Therefore,
x + x = 180 { co-interior angles }
2x = 180
x = 90
Therefore, adjacent side = 90.
Opposite side of parallelogram are equal.
Therefore, all angles of parallelogram = 90°
===================================================
⭐HOPE IT HELPS⭐
Answered by
2
hi friend
here's your answer looking for
the sum of adjacent angle of parallelogram is equal to 180 degree. ( co int angles)
so, from the given figure
angle DAB + angle ABC=180degree_________(1)
and, angle DAB = angle ABC_______(2)
putting (2) in (1)
we get,
angle DAB +angle DAB = 180
2DAB= 180
angle DAB = 90
hence all angle of parallelogram are of 90 degree.
hope it is helpful to you
so please mark it as brainliest
from brainly star Amaytripathi19
here's your answer looking for
the sum of adjacent angle of parallelogram is equal to 180 degree. ( co int angles)
so, from the given figure
angle DAB + angle ABC=180degree_________(1)
and, angle DAB = angle ABC_______(2)
putting (2) in (1)
we get,
angle DAB +angle DAB = 180
2DAB= 180
angle DAB = 90
hence all angle of parallelogram are of 90 degree.
hope it is helpful to you
so please mark it as brainliest
from brainly star Amaytripathi19
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