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(b) a+ b= 9  

 Explanation :- ∠OCB = 90° (OCB is a semicircle) 

Now, draw CD ⊥ OB. Then  CD = b, OD = a  and BD = 5 - a 

In Δ OCD, applying Pythagoras theorem we get

 ⇒ (OD) + (CD)2 = (OC)2 

⇒ a+ b2 = (3)2 (OC = 3 units) 

∴ a+ b= 9 

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