In the given figure, CD is parallel to AB, angle CBA = 25°, find x.
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CED = 40° Chord CD is parallel to diameter AB & Angle ABC = 25. Join CO and DO. We know that the angle subtended by an arc of a circle at the centre is double the angle subtended by an arc at any point on the circumference. AB is a Diameter hence passing through the centre.
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∠CED = 40° Chord CD is parallel to diameter AB & Angle ABC = 25Step-by-step explanation:CD ... More
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Answer:join CO &DO angle BCD= angle ABC =25°[alt.int.angle]angle BOD=2angle BCD =50
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40°
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