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Detailed informtion about 2’s Complement Division for signed numbers, Interpretation of an example to an algorithm, Division Algorithm for signed numbers, Differences between Singed and Unsigned division, Examples, Assignment.
Typology: Study notes
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Differences between Singed and Unsigned
division
Division Algorithm for signed numbers
Interpretation of an example to an
algorithm
Example’s
OutLine
◦ To provide knowledge on Signed Divisions
◦
To teach procedure for binary Division for signed
numbers.
◦ To enable the students to perform binary division
using binary division algorithm for signed
numbers
◦ To provide fundamentals for the development of
simulator for division algorithms
◦ LCD, White board Marker, Presentation slides
Objectives & Teaching
Learning Material
Session Plan
Time
(in min)
Content
Learning Aid
and
Methodology
Faculty
Approach
Typical
Student
Activity
Skill and
Competency
Developed
Quiz
Presentation
Questions
Organizes
Answers
Identifies
Knowledge
Evaluation
Explains Presentations Listens Knowledge
Presentatio
n
Observes
Presentatio
n
Observes
Facilitates Solves
Conclusion and
Summary
Summary Facilitates
Listens
Participates
Comprehensio
n
Divide -7 / 3 using above signed 2's compliment binary
Division
Dividend=-7 1001 Q Divisor = 3 0011 M
A Q Action
Count
1 0 0 1 Initial
1 1 1 1 0 0 1 0 Shift
Restore
1 1 1 0 0 1 0 0 Shift
1 1 1 0 0 1 0 0 Restore
Step
1 1 0 0 1 0 0 0 Shift
1 1 1 1 1 0 0 1 Set Q
0
1 1 1 1 0 0 1 0 Shift
1 1 1 1 0 0 1 0 Restore 0
position.
signs , Perform AA-M ;
oterwise ,A A+M.
successful if the sign of A is
the same before and after the
operation.
4.a. If the operation is
successful or (A=0 AND
Q= 0) ,then Set Q
0
4.b. If the operation is
unsuccessful and (A!=
or Q!=0),then Q
0
0 and
restore the privious
value of A.
signs of the divisor and
dividend were the same, Then
the quotient is in Q; Otherwise,
the correct quotient is the
two's complement of Q.
-7/ -
A Q`
1111 1001 Initial Value
1111 0010 Shift
0010 Subtract
1111 0010 Restore
1110 0100 Shift
0001 Subtract
1110 0100 Restore
1100 1000 Shift
1111 Subtract
1111 1001 Set Q
0
= 1
1111 0010 Shift
0010 Subtract
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11 / -
-11 / -