If the proposition is true, clear provide and demarcate the following elements in your proof:
1. Give a formal definition of the asymptotic notation that includes the relevant inequality.
2. State what the function f and g in the definition are with respect to the claim.
3. State the goals of the proof; that is, state what you would like to find/show- the relevant multiplicative constant(s) and integer constant for which the inequality in the definition is true in some positive infinite interval.
4. Provide detailed algebraic manipulation and mathematical arguments to derive the constants.
5. Give concluding remarks that include how the constants that you derive make the inequality in the definition hold and the proposition true.
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