Argomentare e dimostrare.
essendo 0 <= sin^2 (x) <= 1
S_[1,+oo] (4 - 3)*x^(-3) dx <= I <= S_[1,+oo] 4 x^(-3) dx
[x^(-2)/(-2)]_[1,u] <= I <= 4 [x^(-2)/(-2)]_[1,u]
1/2 (1 - 1/(u^2)) <= I <= 4/2(1 - 1/(u^2))
e passando al limite 1/2 <= I <= 2
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