Suppose an algorithm requires a total of 3n³ + 2n²

Question

Suppose an algorithm requires a total of 3n³ + 2n² - 3n + 4 visits.In big-Oh notation, the total number of visits is of what order? A)n² * n² B)n² C)n³ D)n⁶

Quizplus · Accepted Answer

In big-Oh notation, we focus on the highest order term because it dominates the growth rate as n becomes large. The given expression simplifies to terms involving n^3, n^2, and constants. The highest order term is n^3, so the total number of visits is of order O(n^3).

Suppose an Algorithm Requires a Total of 3n3 + 2n2