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hexagon (i) \( \angle \mathrm { AOB } \) (ii) \( \angle \mathrm { BOC } \) (iii) LAQC (iv) \( \angle \mathrm { OBA } \) \( ( v ) \angle O B C \) \( ( \mathrm { vi } ) \angle \mathrm { ABC } \) \( A ^ { \prime } \) \( \cdots \)
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Similar Questions
Q1
In the given figure, arc AB and arc BC are equal in length. If ∠AOB=48o, find
(i) ∠BOC
(ii) ∠OBC
(iii) ∠AOC
(iv) ∠OAC
(i) ∠BOC
(ii) ∠OBC
(iii) ∠AOC
(iv) ∠OAC
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Q2
In the given figure, ΔODC∼ΔOBA, ∠BOC=115o and ∠ CDO=70o.
Find (i) ∠DOC
(ii) ∠DCO
(iii) ∠OAB
(iv) ∠OBA.
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Q3
In the given figure, ΔODC∼ΔOBA, ∠BOC=115o and ∠ CDO=70o.
Find (i) ∠DOC
(ii) ∠DCO
(iii) ∠OAB
(iv) ∠OBA.
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Q4
In the given figure, ΔODC∼ΔOBA, ∠BOC=115o and ∠ CDO=70o.
Find (i) ∠DOC
(ii) ∠DCO
(iii) ∠OAB
(iv) ∠OBA.
(2 marks)
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Q5
In the given figure , O is the center of the circle. If ∠AOB=140o and ∠OAC=50o; find :
(i)∠ACB,
(ii)∠OBC,
(iii)∠OAB,
(iv)∠CBA.
(i)∠ACB,
(ii)∠OBC,
(iii)∠OAB,
(iv)∠CBA.
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