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Python Tokens

Python       Python is developed by Guido van Rossum in Dec 1989      Python is easy to use      Python is high level programming langua...

Python 

    Python is developed by Guido van Rossum in Dec 1989

    Python is easy to use

    Python is high level programming language

    Python is open source language 

Tokens(Lexical unit)

   The smallest unit of the program is called token.

The following are the tokens in Python.

        Keywords,Identifiers (Names), Literals,Operators,Punctuators

Keywords:- 

These are predefined reserve words that have special meaning to the language compiler or interpreter. These keywords we can not use as an identifier. Sometime it may be a command or parameter.


Identifier (Names):-

A Python identifier is a name used to identify a variable, function, class, module, or another object.

Python does not allow punctuation characters such as @, $, and % within identifiers. Python is a case sensitive programming language. Thus, System and system are two different identifiers in Python.


Here are naming conventions for Python identifiers −

  • Class names start with an uppercase letter. All other identifiers start with a lowercase letter.

  • Starting an identifier with a single leading underscore indicates that the identifier is private.

  • Starting an identifier with two leading underscores indicates a strongly private identifier.

  • If the identifier also ends with two trailing underscores, the identifier is a language-defined special name.


Examples of Vaid Identifiers:

 mystr, _test,Pie,PIE,Area_triangle

Examples of InValid Identifiers

 2mystr, if ,test@,xyz$

Literals

Python literals are defined as data that is given in a variable or constant

Below are the supported literals in Python

1. String Literals

 String literals can be formed by enclosing a text in the quotes. We can use both single as well as double quotes to create a string

Example:

1.   "Raman" , '332'  

Types of Strings:

There are two types of Strings supported in Python:

a) Single-line String- Strings that are terminated within a single-line are known as Single line Strings.

Example:

1.   text1='hello'  

b) Multi-line String - A piece of text that is written in multiple lines is known as multiple lines string.

There are two ways to create multiline strings:

1) Adding black slash at the end of each line.

Example:

1.   text1='hello\    

2.   India'    

3.   print(text1)  

'helloIndia' 

2) Using triple quotation marks:-

Example:

1.   str2='''''welcome  

2.   to  

3.   India'''    

4.   print str2   

Output:

welcome 

to 

India 

 2. Numeric literals:

Numeric Literals are immutable. Numeric literals can belong to following four different numerical types.

Int(signed integers)

Long(long integers)

float(floating point)

Complex(complex)

Numbers( can be both positive and negative) with no fractional part.eg: 100

Integers of unlimited size followed by lowercase or uppercase L eg: 87032845L

Real numbers with both integer and fractional part eg: -26.2

In the form of a+bj where a forms the real part and b forms the imaginary part of the complex number. eg: 3.14j

Example - Numeric Literals

1.   x = 0b10100 #Binary Literals  

2.   y = 100 #Decimal Literal   

3.   z = 0o215 #Octal Literal  

4.   u = 0x12d #Hexadecimal Literal  

5.     

6.   #Float Literal  

7.   float_1 = 100.5   

8.   float_2 = 1.5e2  

9.     

       #Complex Literal   

1             a = 5+3.14j  

                print(x, y, z, u)  

             print(float_1, float_2)  

1    print(a, a.imag, a.real)  

Output:

20 100 141 301

100.5 150.0

(5+3.14j) 3.14 5.0


3.Boolean literals:

A Boolean literal can have any of the two values: True or False.

Example - Boolean Literals

1.   x = (1 == True)  

2.   y = (2 == False)  

3.   z = (3 == True)  

4.   a = True + 10  

5.   b = False + 10  

6.     

7.   print("x is", x)  

8.   print("y is", y)  

9.   print("z is", z)  

     print("a:", a)  

     print("b:", b)  

Output:

x is True

y is False

z is False

a: 11

b: 10


4. Special Literals

Python contains one special literal i.e., None.

None is used to specify to that field that is not created. It is also used for the end of lists in Python.

Example - Special Literals

1.   val1=10    

2.   val2=None    

3.   print(val1)     

4.   print(val2)  

Output:

10

None

 

5.Literal Collections.

Python provides the four types of literal collection such as List literals, Tuple literals, Dict literals, and Set literals.

List:

  • List contains items of different data types. Lists are mutable i.e., modifiable.
  • The values stored in List are separated by comma(,) and enclosed within square brackets([]). We can store different types of data in a List.

Example - List literals

1.   list=['John',678,20.4,'Peter']    

2.   list1=[456,'Andrew']    

3.   print(list)    

4.   print(list + list1)  

Output:

['John', 678, 20.4, 'Peter']

['John', 678, 20.4, 'Peter', 456, 'Andrew']

Dictionary:

  • Python dictionary stores the data in the key-value pair.
  • It is enclosed by curly-braces {} and each pair is separated by the commas(,).

Example

1.   dict = {'name''Pater''Age':18,'Roll_nu':101}  

2.   print(dict)  

Output:

{'name': 'Pater', 'Age': 18, 'Roll_nu': 101}

Tuple:

  • Python tuple is a collection of different data-type. It is immutable which means it cannot be modified after creation.
  • It is enclosed by the parentheses () and each element is separated by the comma(,).

Example

1.   tup = (10,20,"Dev",[2,3,4])  

2.   print(tup)  

Output:

(10, 20, 'Dev', [2, 3, 4])

Set:

  • Python set is the collection of the unordered dataset.
  • It is enclosed by the {} and each element is separated by the comma(,).

Example: - Set Literals

1.   set = {'apple','grapes','guava','papaya'}  

2.   print(set)  

Output:

{'guava', 'apple', 'papaya', 'grapes'}


Operators

Operators are used to triggering some computation when applied to variables or other objects in an expression.

Arithmetic Operators :- +,-,/,//,*,%

Bitwise Operators:- & , ^, |

Shift Operators:- >> <<

Identity Operators :- is , is not

relational operators:- >,<,>=,<=,!=

logical Operators:- and ,or, not

Membership Operators:- in, not in

Arithmetic Assignment:- /=,+=,*=,//=,


Punctators

These are the symbols that are used in the programming language to organize the sentence structure 

eg

#,@,:,[]

 




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DevOpsWorld: Python Tokens
Python Tokens
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