3. Minimize the Boolean function using Boolean algebra rules and realise the logic circuit using gates: F= AB'+BC'+B'C+A'B 4. For the given Boolean function: F= ABC+ABD+A'BCD'+AB'C'+B'CD i) Find the minimal Sum of Product Expression. ii) Design the logic circuit using logic gates.

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
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This is the answer provided for the 4th question . I would like to tell that I cannot see all the words as only half of the image is uploaded as the answer . Also please do write the rules used on the side for better understanding . Please see to it that the whole solution with each term is sent as the answer as I am completely confused now .
1. Derive the EMF and Torque equation of the DC machines from the first principles.
2. In robotics application, stepper motor is widely used as a driver for the actuators
(locomotion). List out the types, principle of operation and the control mechanism of the
stepper motor.
3. Minimize the Boolean function using Boolean algebra rules and realise the logic circuit using
gates:
F= AB'+BC'+B'C+A'B
4. For the given Boolean function:
F= ABC+ABD+A'BCD'+AB'C'+B'CD
i) Find the minimal Sum of Product Expression.
ii) Design the logic circuit using logic gates.
Transcribed Image Text:1. Derive the EMF and Torque equation of the DC machines from the first principles. 2. In robotics application, stepper motor is widely used as a driver for the actuators (locomotion). List out the types, principle of operation and the control mechanism of the stepper motor. 3. Minimize the Boolean function using Boolean algebra rules and realise the logic circuit using gates: F= AB'+BC'+B'C+A'B 4. For the given Boolean function: F= ABC+ABD+A'BCD'+AB'C'+B'CD i) Find the minimal Sum of Product Expression. ii) Design the logic circuit using logic gates.
7:10
Step2
b)
2. The given algebraic equation is,
F = ABC+ ABD+ AB C +BCD+
And it is reduced to
F= ABC+ ABD+ ABC +BCD+
+ AB C )+ABD+BCD-
=(ABC-
= A(B©C)+ABD+BCD+ABC
The logic circuit is shown below
B
A(bOC)
ABD
ĀBCD
BCD
II
Transcribed Image Text:7:10 Step2 b) 2. The given algebraic equation is, F = ABC+ ABD+ AB C +BCD+ And it is reduced to F= ABC+ ABD+ ABC +BCD+ + AB C )+ABD+BCD- =(ABC- = A(B©C)+ABD+BCD+ABC The logic circuit is shown below B A(bOC) ABD ĀBCD BCD II
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