Question
Given a function f(n) = 3n ^ 2 + 2 ^ n + 3, Compute a function g(n) such that f(n) >=2 and a positive
Given a function f(n) = 3n^2 + 2^n + 3, Compute a function g(n) such that f(n) >=2 and a positive constant c. Please note that f(n) <= O(g(n)) iff the equationissatisfied. Also answer,
a) what would be the Big-Oh representation of the givenfunctionf(n), and
b) what minimum possible value of constant c satisfies the equation.
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Data Management Databases And Organizations
Authors: Richard T. Watson
2nd Edition
0471180742, 978-0471180746
