Asymptotic behavior of polynomials Let
Let
where ad > 0, be a degree-d polynomial in n, and let k be a constant. Use the definitions of the asymptotic notations to prove the following properties.
a.If k ≤ d, then p(n) = O(nk).
b. If k=d, then p(n)= Ω(nk).
c.If k>d, then p(n) = Θ(nk).
d.If k>d, then p(n) = o(nk).
e.If k<d, then p(n) = ω(nk).
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