Bachelors Level/First Year/First Semester/Science csit/first semester/digital logic/syllabus wise questions

B.Sc Computer Science and Information Technology

Institute of Science and Technology, TU

Digital Logic (CSC116)

Year Asked: 2077, syllabus wise question

Binary Systems
1.
List two major characteristics of digital computer. Represent -6 (negative six) using 8 bits in signed magnitude, signed-1's-complement and signed-2's-complement respectively. Represent decimal number 4673 in a) octal, and b) BCD. [5]
Boolean algebra and Logic Gates
1.
Where is CMOS suitable to use? Define Power dissipation. Show that the positive logic NAND gate is a negative logic NOR gate and vice versa. [5]
Combinational Logic
1.
Design a combinatorial circuit that generates 9's complement of a BCD number. [10]
Combinational Logic with MSI and LSI
1.
Implement the following functions using PLA

$w(A, B, C, D) = \sum(7,12,13)$

$x(A, B, C, D) = \sum(7,8,9,10,11,12,13,14,15)$

$y(A, B, C, D) = \sum(0,2,3,4,5,6,7,8,10,11,15)$

$z(A, B, C, D) = \sum(1,2,8,12,13)$
[10]
2.
Design a full subtractor circuit with three inputs $x, y, B_{in}$ and two outputs Diff and $B_{out}$. The circuit subtracts $x - y - B_{in}$, where $B_{in}$ is the input borrow, $B_{out}$ is the output borrow, and Diff is the difference [5]
3.
Design 4-bit even parity generator. [5]
Registers and Counters
1.
What is the difference between a serial and parallel transfer? Explain how to convert serial data to parallel and parallel data to serial. What type of register is needed? [5]
2.
Explain negative-edge triggered D flip flop with necessary logic diagram and truth table. [5]
3.
Illustrate the use of Binary ripple counter and BCD ripple counter. [5]
Simplification of Boolean Functions
1.
Simplify the following function and implement them with two level NOR gate circuit, $F(w, x, y, z) = wx' + y'z' + w'yz'.$ [5]
Synchronous and Asynchronous Sequential Logic
1.
Design sequential circuit specified by the following state diagram using T flip-flops.
question image
[10]
2.
Write short notes on (Any two):

$RTL$

$State Reduction$
$POS$
[5]