Calculate the value of x in the figure.
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In ABE
angle A = 75°
angle B = 65°
angle AEB = 180° – ( 75 + 65 )
= 180 – 140
= 40°
angle AEB = angle DEC. [ vertically opposite angles ]
so, angle DEC = 40°
In DEC
angle C = 110°
angle D = x
angle DEC = 40°
Now, 110 + x + 40 = 180° [angle sum property]
=> 150 + x = 180
=> x = 180– 150
=> x = 30°
your answer = x = 30°
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