You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question
Solve the following questions: (Any One) (1) O is the centre of a circle in which seg AB and seg AC are congruent chords. Radius OP is perpendicular to chond \( A B \) and radius OQ is perpendicular to chord AC If \( \angle P B A = 30 ^ { \circ } , \) show that seg \( P B \) is parallel to seg \( Q C \)
Open in App
Solution
Verified by Toppr
Was this answer helpful?
0
Similar Questions
Q1
O is the centre of a circle in which AB and AC are congruent chords. Radius OP is perpendicular to chord AB and radius OQ is perpendicular to chord AC. If ∠PBA=30∘, show that PB is parallel to QC.
View Solution
Q2
In fig. 4.34 seg OP seg AB and seg OQ CD, OP = OQ.
Then prove that chord AB chord CD.