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Algorithm and Flowchart Explained with Examples and advantages and disadvantages

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Algorithm and Flowchart: Definition, Steps, Examples, Advantages & Disadvantages

This post explains Algorithm and Flowchart in simple English—definition, steps, real-world examples, pros & cons, a difference table, and FAQs. Perfect for students and exam preparation! ✅

Beginner Friendly With Examples Quick Revision

Introduction

Before creating software, it’s important to plan how a problem will be solved. An Algorithm describes logical steps in text, while a Flowchart represents those steps visually with diagrams. Together, they make problem solving easier to understand and communicate.

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What is an Algorithm?

Definition: An algorithm is a finite, well-defined sequence of steps that provides a solution to a specific problem.

Properties of a Good Algorithm

  • Input/Output: Clearly defined inputs and expected outputs.
  • Definiteness: Each step must be precisely defined.
  • Finiteness: Must terminate after a finite number of steps.
  • Effectiveness: Steps should be practical and doable.
  • Generality: Should apply to a broad set of similar problems.

What is a Flowchart?

Definition: A flowchart is a diagram that visually represents the steps of an algorithm using **symbols** (Start/End, Process, Decision, Input/Output, Arrows).

Common Symbols

  • Oval: Start/End
  • Rectangle: Process/Instruction
  • Diamond: Decision (Yes/No)
  • Parallelogram: Input/Output
  • Arrow: Flow direction

Basic Steps (Pseudocode)

Example: Sum of two numbers

START
  READ A, B
  SUM ← A + B
  PRINT SUM
END

Flowchart idea: Start → Input A,B → Process A+B → Output SUM → End

Example 1: Find Maximum of Two Numbers

START
  READ X, Y
  IF X > Y THEN
     PRINT X
  ELSE
     PRINT Y
  ENDIF
END

Flowchart: Start → Input (X,Y) → Decision (X>Y?) → Print X / Print Y → End

Example 2: Factorial (n!)

START
  READ n
  FACT ← 1
  FOR i ← 1 TO n
     FACT ← FACT × i
  ENDFOR
  PRINT FACT
END

Flowchart: Start → Input n → Loop (i=1..n) → Update FACT → Output FACT → End

Advantages & Disadvantages

Advantages of Algorithms

  • Provides a clear and structured problem-solving method.
  • Removes ambiguity—every step is defined.
  • Easy to test and debug.
  • Reusable for similar problems.
  • Language independent (implementation flexibility).

Disadvantages of Algorithms

  • Can become lengthy for complex problems.
  • Lacks visualization—harder to explain quickly.
  • May not show

Comparison: Algorithm vs Flowchart (Advantages & Disadvantages)

Algorithm Flowchart
Advantages
  • Clear and structured problem-solving method
  • Easy to test and debug
  • Reusable for similar problems
  • Language independent
  • Precise and well-defined steps
  • Visual representation makes it easier to understand
  • Errors can be identified quickly
  • Good for documentation and training
  • Improves communication in teams
  • Gives an overview of the complete process
Disadvantages
  • Becomes lengthy for complex problems
  • No visualization (only text)
  • May not reflect real-world constraints
  • Large problems create very complex diagrams
  • Difficult and time-consuming to update
  • Does not show coding-level details
  • Requires knowledge of symbols

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