Question

From the adjacent figure. Find ADB​

Answer 1

Solution :

Check the attachment.

Angle ABC is 60°

In ∆ABD

AB = BD

Now, CC is a straight line

Angle DBA + Angle ABC = 180

>> Angle DBA + 60 = 180

>> Angle DBA = 120°

Now, as ∆ABD is an isosceles triangle

Angle ADB = Angle DAB = (180-120)/2 = 60/2 = 30°

Answer : In the adjacent figure, the value of angle ADB is 30 degrees.

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Answer 2

Answer:

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