Last Updated on July 15, 2020 by Alabi M. S.
SMASE – ASEI PDSI METHOD
TOPIC: Binary Number System
Lesson One – Conversion of base 2 to base 10
Lesson Two – Conversion of base 10 and base 2
Lesson Three – Further Practice on conversion between Base 2 to base 10
Lesson Four – Revision, Quantitative and Test
TIME – 40 Minutes each.
By the end of the lesson, pupils should be able to:
Conversion of Base 10 to Base 2;
Conversion of Base 2 to Base 10;
Solve Quantitative Reasoning.
Binary is a number system that represent a base 2 number system. This means it only has two numbers: 0 and 1. The application of binary number system is mostly found in computer technology.
Computer language and programming is based on the binary number system. That’s 2 – digits numbers (0 and 1).
The concept of binary number system will enable the pupils to the relationship between base 2 and base 10, addition and subtraction of binary number.
The teacher will teach the lesson with the aid of:
binary number chart.
The pupils have the understanding of basic operations such addition, substation, multiplication and division. This will help to further their understanding on binary number system.
9 – Years Basic Education Curriculum
Lagos State Scheme of work
New Method Mathematics Book
All Relevant Materials
Additional of Subtraction of Binary Numbers
ASEI PDSI LESSON NOTES
LESSON DEVELOPMENT 1 – CONVERSION OF BASE 2 TO BASE 10 docx
LESSON DEVELOPMENT 2 – CONVERSION OF BASE 10 TO BASE 2 docx
LESSON DEVELOPMENT 3 – FURTHER PRACTICE ON CONVERSION OF BASE 2 AND 10 docx
LESSON DEVELOPMENT 4 – REVISION, QUANTITATIVE AND TEST