Logic Circuits Final Exam, Exams of Digital Logic Design and Programming

A final exam for a logic circuits course at philadelphia university. It covers a range of topics related to digital systems, binary number systems, boolean algebra, logic gates, combinational and sequential circuits. The exam consists of multiple-choice questions, as well as questions that require the student to design and analyze logic circuits. Insights into the key concepts and skills that are assessed in this course, and could be useful for students preparing for similar exams or looking to review the fundamental principles of digital logic design.

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Logic Design Exam Paper
Logic Circuits
Studocu is not sponsored or endorsed by any college or
university
This document provides a comprehensive study guide for the Final Exam in
Logic Design, which was held on 24/01/2016 at the Islamic University. The
exam was administered by Dr. Ali Khawaldeh and Dr. Qadri Hamarsheh, and
it covered various topics related to digital systems, binary number systems,
Boolean algebra, logic gates, Boolean expression simplification, Karnaugh
maps, and combinational and sequential circuits.
Multiple Choice
A digital system with 3 inputs and 2 outputs has the following
configuration: a) 2 inputs and 2 outputs b) 2 inputs and 3 outputs c) 3
inputs and 2 outputs d) 3 inputs and 3 outputs
The Boolean expression A+BC is equivalent to: a) (A'+B)(A'+C) b)
(A+B)(A+C) c) (A+B)(A'+C) d) (A+B)C
The following expression is in the product-of-sums form: a) (A + B)(C +
D) b) (AB)(CD) c) AB(CD) d) AB + CD
The output Y of the given circuit has the following status: a) LOW b)
HIGH c) Don't Care d) Cannot be determined
A circuit that converts n inputs to 2^n outputs is called a: a) Encoder b)
Decoder c) Comparator d) Multiplexer
The characteristic equation of a D flip-flop is: a) Q = 1 b) Q = 0 c) Q =
D' d) Q = D
A JK flip-flop can be implemented using a D flip-flop connected such
that: a) D = J'Q + KQ' b) D = J'Q' + KQ c) D = JQ' + K'Q d) D = J'Q +
KQ'
After shifting the register five times to the right with the serial input
being 10100101, the content of the register is: a) 1010 b) 1001 c) 0010
d) 0100
Familiar and Unfamiliar Problems Solving
Question 2
a) Draw a combinational logic circuit that implements the given Boolean
function. b) Draw a truth table for the given Boolean function. c) Write a
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Logic Design Exam Paper

Logic Circuits

Studocu is not sponsored or endorsed by any college or

university

This document provides a comprehensive study guide for the Final Exam in Logic Design, which was held on 24/01/2016 at the Islamic University. The exam was administered by Dr. Ali Khawaldeh and Dr. Qadri Hamarsheh, and it covered various topics related to digital systems, binary number systems, Boolean algebra, logic gates, Boolean expression simplification, Karnaugh maps, and combinational and sequential circuits.

Multiple Choice

A digital system with 3 inputs and 2 outputs has the following configuration: a) 2 inputs and 2 outputs b) 2 inputs and 3 outputs c) 3 inputs and 2 outputs d) 3 inputs and 3 outputs

The Boolean expression A+BC is equivalent to: a) (A'+B)(A'+C) b) (A+B)(A+C) c) (A+B)(A'+C) d) (A+B)C

The following expression is in the product-of-sums form: a) (A + B)(C + D) b) (AB)(CD) c) AB(CD) d) AB + CD

The output Y of the given circuit has the following status: a) LOW b) HIGH c) Don't Care d) Cannot be determined

A circuit that converts n inputs to 2^n outputs is called a: a) Encoder b) Decoder c) Comparator d) Multiplexer

The characteristic equation of a D flip-flop is: a) Q = 1 b) Q = 0 c) Q = D' d) Q = D

A JK flip-flop can be implemented using a D flip-flop connected such that: a) D = J'Q + KQ' b) D = J'Q' + KQ c) D = JQ' + K'Q d) D = J'Q + KQ'

After shifting the register five times to the right with the serial input being 10100101, the content of the register is: a) 1010 b) 1001 c) 0010 d) 0100

Familiar and Unfamiliar Problems Solving

Question 2

a) Draw a combinational logic circuit that implements the given Boolean function. b) Draw a truth table for the given Boolean function. c) Write a

sum-of-products representation of the output Y. d) Write a product-of-sums representation of the output Y.

Question 3

Solve the given combinatorial circuit defined by the three Boolean functions.

Question 4

Write the state table of the given sequential circuit.

Question 5

a) Write the state table of the sequential circuit described by the given state equations. b) Construct the excitation/transition table from the excitation/ transition equations using two JK flip-flops. c) Derive the excitation (input) equations using K-map.

Question 6

Design a 3-bit counter that counts in the sequence: 001, 011, 010, 110, 111, 101, 001, ... using clocked D flip-flops.