Calculating and Processing Devices – SS1 Further Mathematics Lesson Note (Second Term)
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- Subject
- Further Mathematics
- Class
- SS1
- Term
- Second Term
- Topic
- Calculating and Processing Devices
- Order
- Topic 2 of 4 this term
- Reading time
- 3 min
A flowchart is a diagram that shows the steps of a solution to a problem, in order, using standard symbols and arrows.
Behavioural objectives
By the end of the lesson, students should be able to:
- Define a flowchart.
- Name and state the use of the common flowchart symbols.
- State the advantages of flowcharts.
- Explain how a flowchart helps in planning algorithms and solving problems.
- Draw a simple flowchart for a given problem.
What is a flowchart?

A flowchart is a diagrammatical representation of a solution to a problem.
- Steps: each step of the solution is placed in a symbol.
- Arrows: they join the symbols and show the order in which the steps are done.
- Use: it is drawn before a program is written, so the solution can be checked first.
What is an algorithm?
An algorithm is a finite list of clear steps for solving a problem.
- Algorithm: the steps written in words.
- Flowchart: the same steps drawn as a diagram.
What are the common flowchart symbols?
There are five common flowchart symbols: terminal, input/output, process, decision and flow line.
| Symbol | Name | Use |
|---|---|---|
| Rounded rectangle | Terminal | Marks the Start and the Stop of the flowchart. |
| Parallelogram | Input/Output | Shows data being read in or results being displayed. |
| Rectangle | Process | Shows a calculation or an action, such as Sum = A + B. |
| Diamond | Decision | Asks a yes/no question and gives two exits. |
| Arrow | Flow line | Shows the direction from one step to the next. |
What are the advantages of flowcharts?
- Programming: a flowchart plays an important role in computer programming.
- Problem solving: it facilitates the interpretation and solution of problems.
- Clarity: it can be easily understood.
- Planning: it can help in the planning and development of algorithms for solving problems.
What are the limits of flowcharts?
- Size: a flowchart for a long, complex problem becomes large and hard to follow.
- Changes: if the solution changes, the diagram must be redrawn.
What are the rules for drawing a flowchart?
- Begin with one Start symbol and end with one Stop symbol.
- Use the standard symbols only.
- Draw flow lines with arrowheads, usually top to bottom or left to right.
- Write short, clear words inside each symbol.
- Label the two exits of a decision symbol Yes and No.
- Keep the lines from crossing one another.
How do we draw a flowchart? Worked examples
Example 1: Add two numbers
The problem is to find and display the sum of two numbers, A and B.
- Start.
- Input A and B.
- Calculate Sum = A + B.
- Output Sum.
- Stop.
Example 2: Pass or fail
The problem is to decide whether a student passes, given a pass mark of 50.
- Start.
- Input the student’s score.
- Decision: is the score 50 or more?
- If Yes, output “Pass”.
- If No, output “Fail”.
- Stop.
Evaluation
- What is a flowchart?
- State four advantages of flowcharts.
- How does a flowchart help in solving problems?
- Name the flowchart symbol used for a decision and the symbol used for Start and Stop.
- List the steps in a flowchart that adds two numbers and displays the answer.
Assignment
Draw a flowchart that inputs two numbers, finds their average, and displays the result.
This term's Further Mathematics topics
SS1 Second Term · 4 topics
- Trigonometric Ratio of Special Angles and Logical Reasoning
- Calculating and Processing Devices
- Vectors in Two Dimensions
- The Straight Line on Coordinate Geometry
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