February 28, 2015

Homework Help: Ashford

Posted by Sarah on Tuesday, March 19, 2013 at 11:07pm.

This week you will analyze the computational complexity of the game you select. A good way to do this is to determine the steps of the game in the algorithm format from Week 4 and figure out how many steps it could take at maximum to finish the game. Include this analysis in the report using the guidelines below.

Include the following in your report:

A brief explanation of the computing concepts to be modeled
A brief explanation of how the game functions if you created the game
A brief explanation of the original game on which you have based your assignment if the game already exists
A brief explanation of how the game was integrated with the concepts of computing if the game already exists
Three scenarios of game play, including:
The setup of the game
The desired outcome
A sample game for each scenario
Your submission will be evaluated on the following criteria:

The adaptability of the game chosen to the week's topic
The extent to which the game and the computing concepts integrate
The quality of the work submitted by you
The completeness of each week's report

Answer this Question

First Name:
School Subject:

Related Questions

computer science - This week you will determine the time complexity for a game ...
english - i have to write an essay of my choice so i chose game designer can ...
Statistics - In a certain game of chance a person pays $5 to play a game. A ...
Fair Game - Okay, I am in 6 grade and I am doing definitions; math definitions. ...
maths, economics, game theory - 1. What is a degenerate game? 2. Is the ...
math - Paul bowled 6 games today. His scores are shown below. Game 1: 158 Game 2...
math-fractions - last season a little league baseball team traveled a total of ...
stat - Diana and franklin both play a card game called cribbage,in whichthe ...
Please i needd an answer asap!!! - I give medals and 'best answer' :) I need ...
statistics - Playing game of chance and pay 300 by rolling a fair die one time ...