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Prove that a) T(n)=15n3+n2+4, then T(n)=O(n3) b) T(n)=15n3+n2+4, then T(n)=(n3) c) T(n)=15n3+n2+4, then T(n)=(n3) d) T(n)=21n2+3n, then T(n)=(n2) e) T(n)=nlogn2n+13, then T(n)=(nlogn)
Prove that a) T(n)=15n3+n2+4, then T(n)=O(n3) b) T(n)=15n3+n2+4, then T(n)=(n3) c) T(n)=15n3+n2+4, then T(n)=(n3) d) T(n)=21n2+3n, then T(n)=(n2) e) T(n)=nlogn2n+13, then T(n)=(nlogn)
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