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Correct option is C
Given an+1=1+an2 Let a0=cosθ⇒a1=1+cosθ2=cosθ2 a2=cosθ4 a3=cosθ8 an+1=cosθ2n+1 and so onWe know that cosθ2cosθ22cosθ23..............cosθ2n−1............∞=sinθθ∴cos1-a02a1a2…….∞=cossinθsinθ·θ =cosθ=a0Talk to our academic expert!
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