find x and y in the following figures
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Opposite sides of a rectangle are parallel
So AB||CD
Therefore
Angle C =Angle A
x+36=68
x=32°
OC=OD
therefore
Angle C =Angle D( angles opposite to equal side are equal)
angle C=angle D= 68°
angle O =180-(Angle C + Angle D)
=180-(68+68)
=180-136
Angle COD=44°
Angle COD=Angle AOB(vertically opposite angles
44°=y
y=44°
So AB||CD
Therefore
Angle C =Angle A
x+36=68
x=32°
OC=OD
therefore
Angle C =Angle D( angles opposite to equal side are equal)
angle C=angle D= 68°
angle O =180-(Angle C + Angle D)
=180-(68+68)
=180-136
Angle COD=44°
Angle COD=Angle AOB(vertically opposite angles
44°=y
y=44°
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