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I have a large sack full of U.S. coins (pennies, dimes, nickels, and quarters). I keep it full with hundreds of dollars worth of coins. I am a generous man, and as such, I allow any one that asks to take and keep a handful of coins from the bag.
Write an algorithm to count up the total dollar amount of coins a person has removed. The algorithm should work for any number of coins and should report the dollar amount of the coins selected.
Write an algorithm that converts a linear measurement in feet and inches into meters. One inch is equivalent to 2.54 centimeters.
Provide an example of a one to one relationship and an example of a many-to-many relationship in a newspaper, magazine, book, or everyday situation you encounter.
Write an algorithm that takes a sequence of real numbers s and its length n and returns the absolute value of the average of these numbers.
Discuss the advantages of declaring and instantiating data in multidimensional arrays. Show an example that you can use in one of your programs or any program.
The above algorithm has a fundamental flaw. As written, how does it change theArray?
write 3-4 page apa formatted paper discussing whether in the next few years rdbms will be replaced completely partially
Starting at node a, list the nodes of the graph in depthfirst order. Starting at node e, list the nodes of the graph in breadthfirst order.
Provide the adjacency-list representation for complete binary tree on 7 vertices. Provide the equivalent adjacency - matrix representation. Suppose that vertices are numbered from 1 to 7 as in binary heap?
Probabilistic Analysis of Hash Functions - In this assignment, you will write and evaluate 5 different hash functions with whose input keys are names. Your evaluation should be based on popular American first names
Given the above scenario, develop an algorithm (final design presented as a flow chart) that will work with any combination of items. Your algorithm shou4 generate some form of packing instructions for staff to follow, which should include at leas..
Suppose you are given a connected graph G, with edge costs that are all distinct. Prove that G has a unique minimum spanning tree
Make a list of some of the common data structures provided by C#. You should have a minimum of 4 different data types.
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