Answer:
A complexity analysis: The dominate term is x^2, see explanation on how to pick them out of a function.
Explanation:
Complexity Analysis : The dominate term and how to pick them out of a function.
The mathematical term greater in absolute value than any other or than the sum of the others.
A dominant term such as x -> a is a term which grows more rapidly than
any other in the expression. In your example there are two terms:
f(x) = x^2 + 1/x^2.
As x -> infinity, the dominant term is x^2, because the ratio of x^2
to 1/x^2 (which equals x^4) goes to infinity. The function behaves
like x^2 for large values of x, because the other terms are
negligible compared to the dominant one.