Question: [07] Show that x = o(x2); sin x = O(1); x1/2 = o(1); x + x2 x2, and n k=1 kn = O(n3).

[07] Show that x = o(x2); sin x = O(1); x−1/2 = o(1); x + x2 ∼

x2, and n k=1 kn = O(n3).

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