find x and y in the following figure
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1
Answer:
x = 45 y = 40
Step-by-step explanation:
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angle AOB = 100°(opp angle)
since AO=BO(diagonals of rectangle bisects each other),
angle OAB= angle OBA= y
100+y+y = 180
2y. = 180-100=80
y. = 40°
angle AOD = 180-100 = 80°
angle AOD = angle ADO = x
80+2x. =180
2x = 100
x. = 50°
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