Order of Complexity Proof
Prove:
f(n) + g(n) = θ(f(n)) if g(n) = o(f(n))
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Because,
g( n ) = O( f(n) ) => there are values, n0 and c: g( n ) ≤ c * f( n ) whenever n ≥ n0
Because
f(n) +g(n) = theta (f(n)) => ...
Solution Summary
Order of Complexity Proof is demonstrated.
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