hii find the problem
Don't cheat freinds from any wedsite..
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Given :
OP ⊥ AB , So
∠ AOP = ∠ POB = 90°
And
OC ⊥ OD , So
∠ COD = 90°
Hence
∠ AOP = ∠ POB = ∠ COD = 90° ---------------------- ( 1 )
Now
∠ COP = ∠ COD - ∠ POD ----------------------- ( 2 )
And
∠ BOD = ∠ POB - ∠ POD
From equation 1 , we get
∠ BOD = ∠ COD - ∠ POD --------------------------- ( 3 )
We can see that equation 2 and 3 are equal , So
∠ BOD = ∠ COP ( Hence proved )
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