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The Ultimate Guide to Installing Git: A Comprehensive Walkthrough for Windows and macOS

The Ultimate Guide to Installing Git: A  Comprehensive Walkthrough for  Windows and  macOS Introduction: Why Every Developer Needs Git in 2025 For anyone in software development , whether you're a student, a freelancer, or part of a large engineering team, mastering  Git  is non-negotiable. This powerful, free, and open-source distributed version control system (DVCS) is the engine that drives modern collaboration and code management. In 2025, Git remains the industry standard, allowing developers to: Track and manage project changes with a detailed history. Collaborate seamlessly with other team members without overwriting work. Work on new features independently through branching . Safely experiment and revert to stable versions at any point. Pre Installation Checklists Before you begin, a quick check can prevent potential issues. Check for existing installation:  Open your terminal or command prompt and type  git --version . If you see a version n...

Calculate the Area And Circumference of a Circle Based on its Radius

 Calculate the Area and Circumference of a circle based on its radius

{Formula :- Area of Circle = (3.14*radius^2) (Assuming as pi = 22/7 ~= 3.14)

                 Circumference of Circle = (2*3.14*radius)}

Input is Shown Below :


Code :

            # Lets Find the Area & Circumference of a Circle

#Code by IAH (Infinity Aggarwal Harshul)
#Area of Circle Formula is (3.14*r*r) = (pi*radius of circle)
#Circumference of Circle Formula is (2*3.14*r) = (2*pi*radius of circle)

a = int(input("Enter Radius : "))     #here we are taking user input value
b  = int(input("Enter Length : "))
print ("Area :",(3.14*a*a)) #here print function will give output according to assigned opertors
print ("Circumference :",(2*3.14*a))

#Now the final output will according the formula mentioned below

Output is Shown Below :     

Explanation:

  1. A variable a is taken for user input value
  2. And we simply print the area of circle using direct formula inside it
  3. And we simply print the circumference of circle using direct formula inside it
  4. At last, we can see the results showing the calculated answer according to the formula typed inside them

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