Which of the following is correct order in terms of time taken by the algorithm from minimum to maximum ?
The increasing asymptotic order is \(\log n\) \(< n\) \(< n\log n\) \(< n^2\) \(< a^n\). Logarithmic growth is slower than linear growth, and a fixed-base exponential with…
Choose your answer
Which of the following is correct order in terms of time taken by the algorithm from minimum to maximum ?
Answer and explanation
Correct answer C
The increasing asymptotic order is . Logarithmic growth is slower than linear growth, and a fixed-base exponential with base greater than one eventually exceeds every polynomial.
Practice for these exams
-
Rajasthan SET (RSET)