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At the end of its fifth successful season, some premier league is planning to give an award to the Most Improved Batsman over the five years. For this, an Improvement Index will be computed for each batsman. This is defined as the longest sequence of increasing scores by the batsman among all his scores over the five seasons. For example, if the scores for a batsman over the five seasons are (20, 23, 6, 34, 22, 52, 42, 67, 89, 5, 100), his Improvement Index is 7 based on the sequence (20, 23, 34, 52, 67, 89, 100). Describe an efficient algorithm based on dynamic programming to compute the Improvement Index for a batsman with an overall sequence of n scores. Analyze the complexity of your algorithm.
When the user finishes, the program should print each person in order from the youngest to the oldest, that is, the program should sort by age. Implement/use a sorting algorithm of your choice to solve this problem.
Babylonian Algorithm. The Babylonian algorithm to compute the square root of a positive number n is as given:
Describe a polynomial-time algorithm that solves the following decision problem:
Create a shell script to send a customized mail memo to the users listed on the command line through login name, only if they are currently logged on.
Use UML graphical notation, construct the design for the system to define the object classes and show the interaction of the data collection sub systems.
dependency diagram reflects a table that is in
If customer confirms, system issues a confirmation number that customer can use to retrieve car at start date.
Before logging on to computer, you must have a unique username and unique password. Analyze and explain considerations you must make when choosing a password.
More precisely give an efficient algorithm that produces a schedule whose completion time is as small as possible.
The number of operations executed by algorithms A andB is 8nlogn and 2n 2 , respectively. Determine n 0 such that Ais better thanB for n ? n 0 .
Assume you have two algorithms, A and B, both of which perform the same function,
Program a method or class that will track the true runtime of your algorithm. Find the true runtime of your algorithm using arrays of varying sizes.
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