integral (sinπ/x)(1/x^2)
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Answer:
1/π cos(π/x)
Step-by-step explanation:
given ∫ sin (π/x)*(1/x²) dx
let 1/x = u
-1/x² dx = du
applying these
∫ -sin (uπ) du
= 1/π cos(uπ)
apply the value of u
= 1/π cos(π/x)
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