in the given figure pa 1 ab,qb and PA=QB prove that angle OAP=angle OBQ is OA=OB
Answers
Answered by
3
Answer: Given
PA is perpendicular to AB
QB is perpendicular to AB
PA =QB
R.T.P : TRIANGLE OAP IS CONGRUENT TO TRIANGLE OBQ
BY ASA CONGRUENCE RULE
ΔOAP ΔOBQ
∠PAO ∠QBO (A) Given
PA QB (S) Given
∠POA ∠BQO (A) Vertically opposite angles are equal
By ASA congruence rule
ΔOAP ≅ ΔOBQ
By CPCT (Congruent parts of congruent triangle)
OA=OB
Hence proved
Step-by-step explanation:
Similar questions