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Problem 4. (10 points) Use the definition of f(n) = N(g(n))) to show: If f(n) = N2(g(n)) and h(n) = N2(g(n)) then f(n) + h(n)

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Problem 4. (10 points) Use the definition of f(n) = N(g(n))) to show: If f(n) = N2(g(n)) and h(n) = N2(g(n)) then f(n) + h(n) = N2(g(n))

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