"Question 5 In the given figure, A, B, C and D are four points on a circle. AC and BD intersect at a point E such that ∠BEC = 130° and ∠ECD = 20°. Find ∠BAC.
Class 9 - Math - Circles Page 185"
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this is your answer that is 110
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Hi friend ✋
Solution--angle CED + angle CEB =180. 【Linear pair}
=angel CED +130°=180°
=angle CED = 180°-130°
=50°
In triangle ECD,angle EDC+angle CED+angle ECD=180°
=angle EDC +50°+20°=180°
=angle EDC =110°
Since angles in the same segment are equal
=angle BAC= angle BDC =110°
Hope it is helpful
Here Tanu【B.s】
Solution--angle CED + angle CEB =180. 【Linear pair}
=angel CED +130°=180°
=angle CED = 180°-130°
=50°
In triangle ECD,angle EDC+angle CED+angle ECD=180°
=angle EDC +50°+20°=180°
=angle EDC =110°
Since angles in the same segment are equal
=angle BAC= angle BDC =110°
Hope it is helpful
Here Tanu【B.s】
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