How Addition Programs Your Computer

In the year 1999, millions of people purchased generators, canned food, and bottled water in response to a fear that the world's computer systems would fail at the stroke of midnight on January 1, 2000."



"Addition powered the code needed to control a computer's ability to re-program bank accounts, municipal electric grids, and water systems."

"Binary math is the basic part of a computer coding system, where the addition of two numeric symbols, zero and one, are used to represent all real numbers."



"Computers use binary language because only two conditions can be present in a circuit of electricity: on or off, where in this case one is on and zero is off."



The system of numbers one through nine is not used in the computer's binary language of addition because it is faster to process the information when only dealing with ones and zeros.



Knowledge how to use addition in a linear algebraic formula is necessary to complete binary math.



"When the addition is executed, the on and off or yes and no command is sent to a computer's communication center."



"Ones and Zeros are fast and efficient, and do receive help from the addition of the numbers one through nine and letters A through F, when hexadecimal code is used for applications such as commanding color."



"A computer's storage and memory capacity is determined through the amount of bits and bytes it has, which is a combination formed through the addition of hexadecimal and binary systems."



"The computer speed is increased through the addition of bits and bytes, with eight bits equaling to one byte."



Tasks are performed as binary math uses addition to send a set of specific instructions to a computer.

"The series of zeros and ones are decoded through rapid addition, which then sends commands to the computer to display things such as: a font's size, color, and style. "



Binary math is not possible without understanding the concept of addition.



"Take a look at how addition works when the word "AT" is formed through a computer."

"In Binary code, the letters "A" and "T" are represented as, A=01000001, T=01010100; this is true for both PC and Mac computers."



"In binary code, the word "AT" would be O100000101010100, as the computer would use addition to quickly sum up the value of all those ones and zeros."



"The addition is performed through an arithmetic logic unit, also referred to as an ALU, to sum the numbers final sequence."



For more information on Addition, goto www.timestablesmaths.com.