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From Karnataka Open Educational Resources
Line 68: Line 68:  
AO=BO  [Radii of a same circle]<br>
 
AO=BO  [Radii of a same circle]<br>
 
∴ ∠OAB = ∠OBA --------------I [∆AOB is an isosceles ∆}<br>
 
∴ ∠OAB = ∠OBA --------------I [∆AOB is an isosceles ∆}<br>
Then,  
+
Then,<br>
        In ∆AOP and ∆BOP,<br>
+
In ∆AOP and ∆BOP,<br>
 
AO = BO  [Radii of a same circle]<br>
 
AO = BO  [Radii of a same circle]<br>
 
OP=OP  [common side]<br>
 
OP=OP  [common side]<br>
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