BINARY
NUMBERS
CHRISELDA T. BAITAN
Subject teacher
Technology and Livelihood
Education: CSS
After the lesson, the students will be able to:
 1. Perform calculations needed to complete task.
 2. Determine the number used in the binary
system.
 3. Appreciate the relevance of binary numbers to
computer technology.
What is binary
numbers?
Binary is a computer language system. With binary, it
became possible to have an exact state which would
have small errors. Way back in history, computers
made use of an analog to solve problems, but this
wasn’t accurate as binary code. With binary code,
the chances of committing errors are much, much
smaller.
What is binary
numbers?
Binary numbers simplify the design of computers and
related technologies. Computers need many transistors
to accomplish what they must accomplish, but through
binary numbers, it became easier and less expensive. It
needs less amount of necessary circuitry, which results
in the least amount of space, energy consumption, and
cost. It also provides reliability and safety.
What is binary
numbers?
Computers use binary because they can
only read and store an on or off charge.
Zero (0) is equivalent to off and one (1) is
equivalent to on. Any system that has an
“on” or “off” or “high” or “low” state can
be used to encode and/or manipulate data.
Count the
bugs!!!
Step 1
• Arrange the bug cards.
• Place them in a row.
• In number order,
highest first.
• This will be used to
decipher binary code.
Count the
bugs!!???.
.....!!!
Step 2
• Arrange the zero (0) and
one (1).
• Place them in a row.
• Choose any arrangement
you want.
• Align them with the bug
cards.
Examp
le::
Count the
bugs!!???..
....!!!
Step 3
• Bugs assigned with zero (0)
is off.
• Bugs assigned with one (1)
is on.
• Count the bugs with 1 and
add them to get the binary
equivalent to decimal
numbers.
Examp
le::
Let us try to solve
this.
Go to the board and try to find
out the value or equivalent of
binary number into decimal
number. The first to get to the
board and have the correct
answer will receive a prize.
TRY ME!
TRY ME!
TRY ME!
TRY ME!
LETS CE!
Clubhouse
coders
 Each Clubhouse coders represent a binary
number.
 Convert the characters into binary number.
 Use the bug cards to decipher the code.
 Each group will be given a cardboard where
they write their answers.
Let us try to solve
this.
Divide yourselves between
male and female. In a
group of 10-12 persons per
group and be ready to
collaborate in solving this
problems..
Clubhouse
coders
LETS CE!!
LETS CE!!
LETS CE!!
LETS CE!!
LETS CE!
Clubhouse coders!
Figure the binary code of the club
house coders in the list, then use the
bug cards to determine the value of
the binary numbers in decimal
numbers.
Assignment
What are the steps in
converting binary
numbers to decimal
numbers?
THANK
YU !
Ma’am Chris Baitan

BINARY_NUMBERS.pptx this lesson is about binary numbers in computer subject.

  • 1.
    BINARY NUMBERS CHRISELDA T. BAITAN Subjectteacher Technology and Livelihood Education: CSS
  • 2.
    After the lesson,the students will be able to:  1. Perform calculations needed to complete task.  2. Determine the number used in the binary system.  3. Appreciate the relevance of binary numbers to computer technology.
  • 4.
    What is binary numbers? Binaryis a computer language system. With binary, it became possible to have an exact state which would have small errors. Way back in history, computers made use of an analog to solve problems, but this wasn’t accurate as binary code. With binary code, the chances of committing errors are much, much smaller.
  • 5.
    What is binary numbers? Binarynumbers simplify the design of computers and related technologies. Computers need many transistors to accomplish what they must accomplish, but through binary numbers, it became easier and less expensive. It needs less amount of necessary circuitry, which results in the least amount of space, energy consumption, and cost. It also provides reliability and safety.
  • 6.
    What is binary numbers? Computersuse binary because they can only read and store an on or off charge. Zero (0) is equivalent to off and one (1) is equivalent to on. Any system that has an “on” or “off” or “high” or “low” state can be used to encode and/or manipulate data.
  • 7.
    Count the bugs!!! Step 1 •Arrange the bug cards. • Place them in a row. • In number order, highest first. • This will be used to decipher binary code.
  • 8.
    Count the bugs!!???. .....!!! Step 2 •Arrange the zero (0) and one (1). • Place them in a row. • Choose any arrangement you want. • Align them with the bug cards. Examp le::
  • 9.
    Count the bugs!!???.. ....!!! Step 3 •Bugs assigned with zero (0) is off. • Bugs assigned with one (1) is on. • Count the bugs with 1 and add them to get the binary equivalent to decimal numbers. Examp le::
  • 10.
    Let us tryto solve this. Go to the board and try to find out the value or equivalent of binary number into decimal number. The first to get to the board and have the correct answer will receive a prize.
  • 11.
  • 12.
  • 13.
  • 14.
  • 15.
    LETS CE! Clubhouse coders  EachClubhouse coders represent a binary number.  Convert the characters into binary number.  Use the bug cards to decipher the code.  Each group will be given a cardboard where they write their answers.
  • 16.
    Let us tryto solve this. Divide yourselves between male and female. In a group of 10-12 persons per group and be ready to collaborate in solving this problems..
  • 17.
  • 18.
  • 19.
  • 20.
  • 21.
  • 22.
    LETS CE! Clubhouse coders! Figurethe binary code of the club house coders in the list, then use the bug cards to determine the value of the binary numbers in decimal numbers.
  • 24.
    Assignment What are thesteps in converting binary numbers to decimal numbers?
  • 25.