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AM = MB, ∠AOB = 140° ∠OAB = - Mathematics

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Question

AM = MB, ∠AOB = 140°

∠OAB =

Options

  • 40°

  • 30°

  • 20°

  • 35°

MCQ
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Solution

20°

Explanation:

In isosceles triangle OAB (radii OA = OB), the vertex angle at O is 140°.

So each base angle

∠OAB = ∠OBA

= `(180^circ - 140^circ)/2`

= 20°

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Chapter 14: Circles (Chord and Arc Properties) - MULTIPLE CHOICE QUESTIONS [Page 178]

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B Nirmala Shastry Mathematics [English] Class 9 ICSE
Chapter 14 Circles (Chord and Arc Properties)
MULTIPLE CHOICE QUESTIONS | Q 7. (i) | Page 178
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