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Prove that if f (n) = 13 n^2 + 1234 n + 91.2 n squareroot n and g (n) = theta (f (n)), then (f

Prove that if f (n) = 13 n^2 + 1234 n + 91.2 n squareroot n and g (n) = theta (f (n)), then (f (n) + g (n))^2 = theta (n^4). You may assume that n = O (n^2)and squareroot n = O (n)

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