Entrance Announcement
MICTE 2080
2080 Magh 07
User:Elina Real Teaching lesson plan 1: Difference between revisions
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Subject:Computer Science Unit:12 | <blockquote>Subject:Computer Science Unit:12 | ||
Class:7 Topic:Number system and its types | Class:7 Topic:Number system and its types | ||
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Times:45min Period:3rd | Times:45min Period:3rd | ||
No of students:25 School:Adarsha Secondary School | No of students:25 School:Adarsha Secondary School</blockquote> | ||
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show and practice the some examples: | show and practice the some examples: | ||
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'''Decimal to Binary Conversion:''' | '''Decimal to Binary Conversion:''' |
Revision as of 10:10, 27 December 2023
Subject:Computer Science Unit:12
Class:7 Topic:Number system and its types
Times:45min Period:3rd
No of students:25 School:Adarsha Secondary School
Specific Objectives:
At the end of this class, Student will be able to:
- Undersanding the concepts of number system
- Explain the binary and decimal number system
- Convert between decimal to binary number system
Teaching Materials:
- Marker, dustor and Whiteboard;
- Laptop and projector.
Introduction:
- Start by asking a questoions about previous knowledge of Number system;
- Encourage them to share their thought;
- Introduce the number system:
- Number system is a technique to represent and work with numbers is called number system.
- Decimal number system is the most common number system.
- Other popular number systems include binary number system, octal number system, hexadecimal number system, etc.
Types:
- Binary Number system
- Decimal number system
- Octal number system
- Hexadecimal number system
Binary Number System
- A Binary number system has only two digits that are 0 and 1.
- Every number (value) represents with 0 and 1 in this number system.
- The base of binary number system is 2, because it has only two digits.
- These number represent two logical conditions:TRUE and FALSE.
Decimal number system:
- Decimal number system has only ten (10) digits from 0 to 9.
- Every number (value) represents with 0,1,2,3,4,5,6, 7,8 and 9 in this number system.
- The base of decimal number system is 10, because it has only 10 digits.
Binary to decimal conversion
Discuss the process of converting Binary to decimal show and practice the some examples:
Decimal to Binary Conversion:
Discuss the process of converting Decimal to binary
Introduce methods like division by 2 and remainders.
Show and practice the some examples:
Class-room activity:
- Assign a class-work for students:
Task 1:Convert 1110 into a decimal
Task 2:Convert (17)10 as a binary number
Task 3:Convert (225)10 into a binary
Task 4:Convert 1001 into decimal
Walk around to assist students and answer and questions.
Conclusion:
- Summarize a key points(Number system , Binary number and decimal number)
- Encourage the students to ask the questions
Assessment:
- Define Number system and its type.
- Convert the following binary number in decimal equivalents:
- 00111
- 01011
- Convert the following decimal number in binary equivalents:
- (158)10
- (260)10