Question
1 sec 1 hour 1 month 1 century log n 10^4000 n n log n n^2 2^n For each function f(n) and time t in
| 1 sec | 1 hour | 1 month | 1 century | |
| log n | 10^4000 | |||
| n | ||||
| n log n | ||||
| n^2 | ||||
| 2^n |
For each function f(n) and time t in the following table, determine the largest size n of a problem P that can be solved in time t if the algorithm for solving P takes f(n) microseconds (one entry is already completed).
Can anyone help us to do this as soon as possible??
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Database Systems Design Implementation And Management
Authors: Carlos Coronel, Steven Morris
14th Edition
978-0357673034
