Question

Find the least integer n such that the specified function is O(x^n)

Answer 1

\[\frac{ (x^2 + 2) \log x + 3x^2 }{ 2x^3-1 }\]

Answer 2

I've taken a look at your posting and am sorry to say I don't quite catch just what your function O(x) is. Where is that function defined? Were you to have O(x) defined, then you could find O(x^2) by substituting x^2 for x and evaluating the function.

Answer 3

we need to find n

Answer 4

so that we get the big O of the function given