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The world population reached 6.83 billion people in January 2010 and was growing at the rate of 1.12% each year. Assuming that the population will continue to grow at the same rate, in how many years will the population first reach 10 billion? When will it reach 15 billion?
Describe at least 3 tables that might be used to store information in social-networking system such as Facebook.
how do you assess the value of all this information you find on the Internet? How can you be sure that it is reliable and credible? Also, I have heard the term digital divide. What exactly does it mean, and how do you think this divide could be br..
For example, you build a list of characters, then you can print it out as: "a b c d e" or "e d c b a". The input is of an random character list is from the keyboard.
Estimate the mean and variance of the number of times you have to roll 2 dice until the total exceeds 100.
The only method that can set the counter is the one that sets it to zero. Write a program to test your class definition. (Hint: you need only one instance variable).
Write a SELECT statement that returns these columns from the Products table
In this question you will create a simple command line program which will help solve these problems.
Write the definition of a class Clock . The class has no constructors and three instance variables. One is of type int called hours , initialized to 12 , another is of type boolean called isTicking , initialized to true , and the last one is of ty..
The program will be tested with two .txt files. One will be random sentences (to be spell checked) and the other will be the dictionary.
The factorial of a positive integer N, denoted by N!, is defined by the following: N! = 1 * 2 * ..... * N (Note: 0! = 1) Using module and/or functions, create a recursive program to compute N!. The user should input a positive integer and a subprogra..
To typeset documents that include titles, sections, lists, emphasis, verbatim environments, footnotes, tables of contents, and mathematical equations using LATEX
Evaluate a situation where you have fallen behind schedule on a project. How could more effective scheduling have allowed the project to stay on track?
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