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1. Design an algorithm to read an arbitrary number of data records, each containing a name, age, and code. A Code of 1 will indicate female, a code of 2 will indicate male; and a code of 0 will indicate that the end-of-file has been reached. For each record, write a detail line listing the person's name and age. In addition, compute and output the following values: Number of males less than or equal to 21 yrs old. Number of females less than or equal to 21 years old. Avg age of all persons over 21. Total number of people.
Create the O(|V | + | E |) time algorithm which, given times ti and the dependencies, determines minimum time required to complete all the tasks.
Provides learners with an understanding of how data structures are used in algorithms and enables them to design and implement data structures
Give an algorithm to find schedule which obtains maximum amount of profit, assuming that all processing times are integers between 1 and n.
You should build enough new roads such that if City A was reachable from City B via some old roads, City A must be reachable from City B via some new roads.
You are working on the new computer game. One of implementation problems you are trying to solve is character pathfinding. What algorithms would be good to use and explain why?
Build B+ tree for the PART table with n = 6 pointers; illustrate how B+ tree expand (show several intermediate trees) and what final tree will look like.
Give an example of a graph in which every node is pivotal for at least two different pairs of nodes. Explain your answer.
With indicated link costs, use Djkstra's shortest path algorithm to calculate shortest path from E to all network nodes. Illustrate how algorithm works by computing table.
Write the algorithm which will prompt for and accept four numbers, sort them into ascending sequence and display them to screen. Your algorithm is to include module called Order _two_numbers.
Write algorithm or code segment for locating nth successor of an item in circlar linked list (the nth item that follows the given item in the list).
Describe sorting algorithms and how they work
Provide an O(n) algorithm which ?nds xbest such that distbest:= ∑i=1 to n|xbest - xi| is as small as possible.
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