In the given figure, ∠CIP ≡ ∠COP and ∠HIP ≡ ∠HOP.
Prove that IP ≡ OP.
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Step-by-step explanation:
Statements Reasons
1. CI = CO ∵ CIP ≡ COP, by CPCTC
2. IP = OP By CPCTC
3. CP = CP By CPCTC
4. Also HI = HO CPCTC ∆HIP ≡ HOP given
5. IP = OP By CPCTC and (4)
6. ∴ IP ≡ OP By (2) and (4)
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