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Learn Python Quickly And C++ Coding Practice Exercises Coding For Beginners by JJ TAM

      Author: Baturi   |   01 August 2021   |   comments: 0



Learn Python Quickly And C++ Coding Practice Exercises Coding For Beginners by JJ TAM
English | 2021 | ASIN : B09BKTDL54 | 105 pages | PDF, AZW3, EPUB, MOBI | 3 MB
This book contains PYTHON BASICS AND C++ coding exercises for beginners. It's useful Job interviews and college examinations. This book only for absolute beginners.
TABLE OF CONTENTS


LEARN PYTHON QUICKLY
Python: Hello World program
Python interactive command line
Python: Operators
Arithmetic Operators in python
Relational Operators in python
Assignment operators in python
Logical Operators in python
Bitwise Operators in python
Membership operators in python
Identity operators in python
Python: Short circuit operators
Strings in python
Python: if condition
Python: while statement
Python: for statement
Python: break statement
Python: continue statement
Python: functions
Python: functions: return statement
Python lists
Python: tuples
Python: Class Vs Instance variables
Python: Inheritance
Python: Exceptions
Python: Handling Exceptions
Python global keyword
Python: Get type of variable
C++ CODING PRACTICE EXERCISES
C++ Exercises: Find the first 10 natural numbers
Find the sum of first 10 natural numbers
Display n terms of natural number and their sum
Find the perfect numbers between 1 and 500
Check whether a number is prime or not
Find prime number within a range
Find the factorial of a number
Find the last prime number occur before the entered number
Program in C++ to find factorial of large numbers using array
program in C++ Read and print details of a student using class
Program C++ to print all Even and Odd numbers
Code in C++ to find power of a number using loop
Program in C++ to Convert Roman Number
Check if a number is power of 2 or not in C++
Program in C++ to find LCM of two numbers
Code in C++ to find power of a number using loop
Reverse an integer number in C++
C++ program to check EVEN or ODD
Find the Greatest Common Divisor (GCD) of two numbers


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