10101010 101010 11101001010

first of all accuracy and fast retriving . THis is best one.

True or False. The signal pass or not. It is based on a field with only 2 values, with 4 mathematical operations. then you can define functions and begin to play. the computer is only a super calculator.

Boolean logic is the heart of the computer. The most basic components are built out of logic gates, from the arithmatic logic unit to the RAM that stores your programs while you are using them. Without boolean logic, there is no computer.

Using boolean logic and data transfer, computers construct all of the functions needed to operate, including floating point arithmetic, integer arithmetic, instruction fetching and execution, cache and main memory management, etc.

What's purple and commutes, a Boolean grape!

boolean is the basis of the machine on or off, computers use electricity which can be on or off (although there are a few computers using variable levels or charge to store values) In short the of or on-ness of something determines values in binary and hex (and sometimes octal) without boolean logic to perform functions on these values to get new values is what a computer is (all a computer can do is add, to take away it adds a negative number)

Boolean logic is basically the simplest form of formal logic, and therefore the easiest to implement in hardware. It can also be used to specify more complex forms of logic, even if they are not implemented as boolean logic. So it is just a matter of starting simple and building up.

computer machine is based on yes or no, on or off, true or false, 0 & 1, which all are included in Boolean algebra so we can say that all computational tools are based on boolean logics.

Boolean logic is a complete system for logical operations. It was named after George Boole, who first defined an algebraic system of logic in the mid 19th century. Boolean logic has many applications in electronics, computer hardware and software, and is the base of digital electronics. In 1938, Claude Shannon showed how electric circuits with relays were a model for Boolean logic. This fact soon proved enormously consequential with the emergence of the electronic computer. Using the algebra of sets, this article contains a basic introduction to sets, Boolean operations, Venn diagrams, truth tables, and Boolean applications. The Boolean algebra article discusses a type of algebraic structure that satisfies the axioms of Boolean logic. The binary arithmetic article discusses the use of binary numbers in computer systems.

Boolean logic, also called Boolean Algebra, is a set of rules devised by George Boole (1779 - 1848) that describe the behavior of binary (two-state) machines. This was years before such machines existed, so the rules were entirely theoretical. Two-state logic is easiest to implement in an electrical machine because only two voltage levels are used. The two levels are called "high" and "low." The actual voltages depend on the logic "family" (the hardware circuit components). Typical voltage levels for the classic TTL logic family are 0V (low) and 5V (high). The concepts of true-false and one-zero are assigned by the software. Only three functions are required for all Boolean logic: * AND * OR * INVERT The first two, AND and OR, are called combinational or combinatorial functions. Two or more inputs are combined to produce one output. An AND gate needs *all* of its inputs "high" in order to produce a high output. Any other combination of inputs produces a low output. An OR gate requires only *one* input to be high in order to produce a high output. Only if all inputs are low will the output go low. The INVERT function has a single input. When the input is "high" the output goes low. When the input is low the output goes high. These three functions, AND, OR, and INVERT, are the basic Boolean logic functions. They are assembled by the circuit designer to create higher functions, such as NAND, NOR, "bistables" (also called "latches" or "flip-flops"), adders, counters, shift registers, timers, coders, decoders, multiplexers ("MUX") and even memory. The three basic logic functions are combined to build all the components of a computer.

The Idea of boolean was given by James Atanasoff in 1909.. its very simple to understand... Consider the example.. 0 shows bulb is off 1 shows bulb is on 2 shows bulb is on but more intensive than before... . . . . 9 highest intensity light now u want to write 32321 then will it be easier to use binary or having ten bulb intensities to represent a particular digit..? off course binary.. coz its easy to differntiate either the bulb is on or off rather than identifying the intensities of bulb... hope u understand other wise msg me i ll tell u in detail...

Boolean Logic is Based on True of False. That is 1 or 0. It is used mainly in C++. Depending upon the condition the Boolean Variable Stores the value to the memory. Computer on/off is also Based on this only.