VTU Previous Exam Papers BE CS 3rd Semester Logic Design Jan 2008

VTU CSE 3rd Semester Logic Design Question Paper Jan 2008

VTU CSE 3rd Semester Logic Design Question Paper Jan 2008: Every semester has an important role to shape Computer Science & Engineering Career.

To score the better mark in the Logic Design semester exam, you must solve the previous exam Paper. It will give you information about the important chapters and concepts to be covered in all chapters.

Here we are providing you the complete guide on VTU CSE 3rd Semester Logic Design Question Paper Jan 2008.

VTU CSE 3rd Semester Logic Design Question Paper Jan 2008

You must have Logic Design Question Paper along with the latest Computer Science 3rd sem Syllabus to enhance your semester exam preparation.

Here you can check the VTU CSE 3rd Semester Logic Design Question Paper Jan 2008

Answer any FIVE full questions choosing at least TWO questions from each part.


1. (a) Using Karnaugh map simplify the following Boolean expression and give the implementation of the same using :

(i) NAND gates only (SOP form) ii) NOR gates only (POS form) f (A, B, C*D).= ]Tm (°> 2, 4, 5, 12, 14) + dc (8, 10).

b. Find the prime implicantes for the Boolean expression using Quine Me Clusky’s method.

F (w, X, Y, Z) = £m (1, 3,6, 7, 8, 9,10,12,13, 14).

c. Explain the principle of duality.

2. a.Realize the Boolean expression f(w, x, y, z) ~ Tm(4, 6, 7, 8, 1:0, 12, 15) using a 4 to 1 line multiplexer and external gates.

b. Design a 1 -bit comparator using basic gates.

c. Implement the following Boolean functions using an approprsa FI (A, B, C)= Ym(0,4, 7) ; F2 (A, B, C) = Ym(4, 6).

d. What are the three different models for writing a module body in Verilog HDL. Give an example for any one model.

3 a. Explain with example the 2’s complement arithmetic using all the cases.

b. Draw a block diagram of a 4 – bit adder – subtract circuit using full adder and give a brief description.

c. Design a 2-bit fast adder. Give its implementation using gates.

d. Write a HDL code for a full adder.

4 a. Write the characteristic of an ideal clock.

b. With the help of a block diagram, explain the working of a JK Master – Slave flip – flop.

c. Show how a SR flip – flop can be converted to a JK flip – flop.


5 a.Distinguish between a ring counter and a Johnson counter.

b. Explain,the working of a 3-bit asynchronous down counter.

c. Design a synchronous mod – 5 up counter using JK flip – flop, flip – flop, state diagram and state table, 1 of 2 Give excitation table of JK

6 a.Explain the difference ‘between Mealy and Moore models.

b. Reduce the state transition diagram by row elimination method and implication table method.


c. Design an asynchronous Sequential logic circuit for the state transition diagram shown.


7 a. Draw a 4-bit D/A converter using R/2R resistors and explain its working

b. Explain the A/D converter by simultaneous conversion. Draw the block diagram of a 2 – bit simultaneous A/D converter.

8 a. With the aid of a circuit diagram, explain the operation of a 2 – input TTL NAND gate with totem – pole output.

b. Explain the operation of a 2 – input CMOS NOR gate with a help of a circuit diagram.

c.Write a note on the CMOS characteristics.

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