BSc IT Sem I 2023 2024 2024 DIGITAL LOGIC AND APPLICATIONS Question Paper - Mumbai University | munotes
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Questions asked in this paper
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Q1 questions are compulsory
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Q2 All questions carry equal marks
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Q1 Attempt the following (Any three) 15 marks
- a. Explain Decimal and Binary number system in detail
- b. Write a short note on basic gates
- c. Construct AND, OR and NOT gates using NAND gate
- d. Perform the binary subtraction using 2’s complement method
- (i) (56)10 - (ii) - (22)10
- e. What are the different types of codes used in digital systems? Explain any two
- f. Solve the following
- (i) = (ii) (100101)2 =
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Q2 Attempt the following (Any three) 15 marks
- a. State and explain Demorgan 's first and second theorems
- b. Define Duality theorem and give exampie
- c. Explain any two postulates of Boolean algebra
- d. Write a short note on K-map. Draw the structure of k-map for 4 variable SOP and POS
- e. Simplify using K-map and realize it using minimum number of gates:
- f. Simplify using K-map and realize it using minimum number of gates
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Q3 Attempt the following (Any three) 15 marks
- a. What is Demultiplexer? Explain 1:2 demuitipiexer
- b. Draw and explain the working of full subtractor
- c. Draw circuit and explain working of half Aadder
- d. Design the half Subtractor using K-map. Draw the circuit diagram for the same
- e. What is Multiplexer? Explain 4:1 Multiplexer
- f. Draw and explain full adder
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Q4 Attempt the following (Any three) 15 marks
- a. Draw and explain Serial-In-Serial-Out shift Register
- b. Draw and explain Asynchronous Counter
- c. Draw and explain Parallel-In-Parallel-Out shift Register ' d. Write a short note on S-R flip flop
- e. How T flip-flop can be used to work as SR flip-flop? Explain
- f. Explain applications of flip flops
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Q5 Attempt the following (Any three) 15 marks
- a. How does an Arithmetic-Logic Unit work?
- b. Draw and explain 4 bit Parallel Adder using look ahead carry generator
- c. Write a short note on Booth’s Multiplicatior algorithm
- d. Design a Look-ahead carry generator for 8-bits using IC 74182
- e. Solve: X
- f. Solve:
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