Find a lower bound on how many searches s we would have to perform on an unsorted array of size n, where n; s 2 N (n and s are natural numbers), for it to asymptotically cost less overall to sort the array and then perform binary searches. Use the following expressions: c0 n c1 for linear search, c2 n log n c3 for merge sort, and c4 log n c5 for binary search, where ci's are constants. Make sure to indicate which constants were combined. This will not be a speci c number, it will be an inequality in terms of the number of searches s, size of the array n, and constants ci.

This program will store roster and rating information for a soccer team. coaches rate players during tryouts to ensure a balanced team. (1) prompt the user to input five pairs of numbers: a player's jersey number (0 - 99) and the player's rating (1 - 9). store the jersey numbers in one int vector and the ratings in another int vector. output these vectors (i. e., output the roster). (3 pts) ex: enter player 1's jersey number: 84 enter player 1's rating: 7 enter player 2's jersey number: 23 enter player 2's rating: 4 enter player 3's jersey number: 4 enter player 3's rating: 5 enter player 4's jersey number: 30 enter player 4's rating: 2

Write lines of verse that rhyme to remember the following information: acid rain is a type of air pollution caused by chemicals in the air.

Which option allows you to view slides on the full computer screen?