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Calculate Alpha and Beta Angles in Circle-Line Intersection Problem
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Calculate Alpha and Beta Angles in Circle-Line Intersection Problem
Question
Calculate angles
α
,
β
\alpha,\beta
α
,
β
α
β
5
Video Solution
Solution Steps
00:00
Find angle A,B
00:05
Lines are parallel according to the given
00:10
Corresponding angles are equal between parallel lines
00:15
Angle complementary to a straight angle
00:25
Let's isolate angle A
00:35
This is angle A
00:43
Vertical angles are equal
00:50
And this is the solution to the question
Answer
α
=
175
\alpha=175
α
=
175
β
=
5
\beta=5
β
=
5
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Related Subjects
Angles In Parallel Lines
Collateral angles
Adjacent angles
Vertically Opposite Angles
Alternate angles
Corresponding angles
Corresponding exterior angles
Alternate interior angles
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