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Let $f(n)= Ω(n), g(n)= O(n)$ and $h(n)= Ѳ(n)$. Then $[f(n). g(n)] + h(n)$ is:

  1. Ω (n)
  2. O (n)
  3. Ѳ (n)
  4. None of these

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[f(n).g(n)] + h(n)

[O(n).☊(n)] + ⊖(n)       //* since b/w O(n) and ☊(n) .........O(n) is the dominating one*//

O(n) + ⊖(n)

O(n)
Answer:

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