Session 3,4 Algorithm and flowchart
π Chapter Introduction
This session introduces two of the most essential tools in programming and problem-solving: Algorithms and Flowcharts. Before writing code, it's crucial to design a clear planβand thatβs where these tools come in. Algorithms provide step-by-step instructions to solve a problem, while flowcharts use visual symbols to make those instructions easy to follow.
π― Learning Objectives
By the end of this session, students will:
Define and explain the importance of algorithms and flowcharts.
Identify standard flowchart symbols and their purposes.
Learn how to structure logic for decision-making in a program.
Create an algorithm and flowchart for common real-world problems like Profit and Loss.
π Content Covered
1. What is a Flowchart?
A visual diagram showing the step-by-step plan to solve a problem.
Uses symbols like boxes, diamonds, parallelograms, and arrows.
2. Flowchart Symbols
Symbol | Meaning |
---|---|
Terminal | Start/Stop of a process |
Input/Output | Data input or output |
Processing | Computation or action |
Decision | Yes/No or True/False decision point |
Connector | Links parts of complex flowcharts |
Flow Line | Direction of flow |
3. Example Flowchart β Profit & Loss
Inputs: Cost Price (C.P.) and Selling Price (S.P.)
Logic:
If SP > CP β Profit = SP β CP
If CP > SP β Loss = CP β SP
Else β No Profit, No Loss
4. What is an Algorithm?
A sequence of logical steps to solve a problem.
Written in simple language.
π» Example: Algorithm for Profit or Loss
Step 1: Start Step 2: Input Cost Price (CP) Step 3: Input Selling Price (SP) Step 4: If SP > CP Profit = SP - CP Print "Profit" and Profit Else if CP > SP Loss = CP - SP Print "Loss" and Loss Else Print "No Profit No Loss" Step 5: End
π§° Requirements
Basic understanding of input/output and comparison logic.
Awareness of conditional flow (if-else).
Tools: Paper/pencil or software for drawing flowcharts (like Lucidchart or draw.io).
π Learning Outcomes
After completing this session, youβll be able to:
Distinguish between a flowchart and an algorithm.
Recognize how visual representation improves logic clarity.
Design algorithms and flowcharts for problem-solving.
Apply this knowledge before diving into actual coding tasks.
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