**Computer Programming**

This is an art of composing beneficial, sustainable, and expansible source code. It has a chance to be translated or aggregated through computer systems in performing serious assignments.

Programming includes various exercises for example, analysis, creating understanding, generating algorithms, confirmation of prerequisites of calculations including their accuracy and assets consumption. The reason for programming is to discover an arrangement for instructions that will mechanize the performance of a particular task or comprehend an issue. The methodology for programming requires experts in various fields including learning of the requisition domain, specific algorithms, and formal rationale.

Logic operators are extraordinary image or expressions which associate two or many expressions of the data. It is regularly utilized to test if a sure relationship between expressions is correct or false. In computing, legitimate operations are fundamental in modeling the route that data streams through electrical circuits, for example, the circuits in the CPU. These logic operators include AND, NOT, OR, NOR and XOR

**The logic AND **

It is used to return true just if every last bit of its inputs would be genuine inconsistency. Assuming that whatever of the inputs is false, those yield is also false. For workstation programming, the operation will be a rule composed similarly as &&.

**The logic NOT**

It is used to return true when input is being false and false if the input is valid. To PC programming, NOT operation is typically composed as! (a shout mark).

At the Boolean algebra, the NOT quality of an enter A is illustrated as A̅

**The logic OR**

It is used to return true when any of the inputs are genuine inconsistency. When every input is false, the yield is likewise. Over PC programming, OR operation is generally illustrated by ||. The Boolean algebra, the value OR containing the two inputs of A then B is used to compose A+B.

**The logic NOR**

The NOR rationale operation (which is “NOT OR”) is used to return true if every last bit to its inputs would be false, and false when its inputs is genuine inconsistency. The Boolean algebra, NOR with two inputs A then B is used to compose

**The logic XOR**

Helps to return genuine inconsistency when any of the inputs differ. And false when all are the same. For the Boolean algebra, XOR having A then B as it value then it can be used to compose A⊕B.

The logic operators are also used in the mathematic formulas e.g. (A=B),(A=B) and many others. They usually have the probability of two occurrences i.e. true and false