in the given fig o is the centre of a circle find x or angle aob
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hey....
1. In triangle AOC
OA = OC..... (radius of circle)
angleOAC = angle = OCA = 40.
2.In triangle BOC
OB = OC......(radius of circle)
angleOBC = angleOCB = 30.
3.angle OCA + angleOCB = angleACB
= 40 + 30 = 70 degree.
4.angleAXB = 2 × angleACB... (angle suspended theorem)
angleAXB = 2 × 70
= 140 degree.
( x = 140...)
1. In triangle AOC
OA = OC..... (radius of circle)
angleOAC = angle = OCA = 40.
2.In triangle BOC
OB = OC......(radius of circle)
angleOBC = angleOCB = 30.
3.angle OCA + angleOCB = angleACB
= 40 + 30 = 70 degree.
4.angleAXB = 2 × angleACB... (angle suspended theorem)
angleAXB = 2 × 70
= 140 degree.
( x = 140...)
sushant2505:
thank you
Answered by
1
I have written the answer on two pages namely 1st and 2nd I think my answer is correct
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