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Use the definition of O to show that 10n3+5n2+1O(n3) O(N3)=f(n) : there exist c>0 and n0, such that f(n)c(n) for all nn0$10n3+5n2+115n3 for all n1

Use the definition of O to show that 10n3+5n2+1O(n3) O(N3)=f(n) : there exist c>0 and n0, such that f(n)c(n) for all nn0$10n3+5n2+115n3 for all n1 therefore 10n3+5n2+1O(n3)

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