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JEE MATHEMATICS MCQ: TRIGONOMETRIC EQUATIONS

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Application +4 | -1
Let I(n)=2cos⁡nx,∀ n∈NI(n)=2 \cos n x, \forall \, n \in N, then I(1)⋅I(n+1)−I(n)I(1) \cdot I(n+1)-I(n) is equal to
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Correct option: B
I(n+2)I(n+2)
Option B (I(n+2)I(n+2)) is correct because by using the trigonometric identity 2cos⁡acos⁡b=cos⁡(a+b)+cos⁡(a−b)2 \cos a \cos b = \cos(a+b) + \cos(a-b), the expression simplifies to I(n+2)I(n+2).

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