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GCD of Two Numbers
4.65
Beginner level
2.25 learning hrs
Modules updated 07/2025
About this course
The Greatest Common Factor (GCF) is a term that refers to the largest number that divides evenly into two or more other numbers.In this course, you will learn the GCD of two numbers program in Python.You will start this course by knowing what Python is, along with applications. Moving ahead you will learn the working of a jupyter notebook and essential concepts involved in python such as variables and different data types. Then, you will get an idea about different types of operators. Next, we will jump to the control statements in python. The math module in Python offers a number of mathematical operations that can be performed with ease using the module. Later,you will learn how to calculate the GCD of two numbers using python programming.
Course outline
Operators in Python
Python have three operator types: relational, arithmetic, and logical. The tutor will help you better understand these operators with the help of some examples in Python.
Tokens in Python
This section will brief you about four different tokens in Python, starting from keywords, and continuing with identifiers, literals, and operators with demonstrated code snippets.
If Statement in Python
This section explains why and when to use “if-else” statements and demonstrates how to use them with an example.
Looping Statements in Python
This section explains why and when to use “loop” statements and demonstrates how to use them with an example.
Intro to Jupyter Notebook
This section introduces you to a Python interpreter, Jupyter Notebook, and its basics.
Intro to Python
You will learn how to install Python and Pycharm IDE to get started with this programming language in this module. Next, you will get to know the installation steps of Anaconda Software. Lastly, you will learn to code your first program in Jupyter Notebook.
Variables and Data types in Python
This section will demonstrate how to declare variables using integer, floating point, string, and boolean data types and store them depending on the declared variable size.
Agenda of GCD of Two Numbers
What is GCD?
Pseudo Code For GCD of Two Numbers
Practical Implementation for GCD of Two Numbers
Summary of GCD of Two Numbers
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4.65
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