Anna University Regulation 2013 Electronics and Communication Engineering (ECE) EC6302 DE Important Questions for all 5 units are provided below. Download link for ECE 3rd SEM EC6302 Digital Electronics Answer Key is listed down for students to make perfect utilization and score maximum marks with our study materials.
UNIT –I MINIMIZATION TECHNIQUES AND LOGIC GATES
Part – A
1. Apply De-Morgan’s theorem to simplify A+BC.
2. Define the term prime implicants and Essential prime implicants.
3. Draw the XOR logic using only NAND gates.
4. Implement the following Boolean function with NOR – NOR logic F = Π (0, 2, 4,5,6)
5. Express the switching function f (ABC) = B in terms of minterm.
6. Define minterm & Maxterm. Give examples.
7. Simplify the given Boolean Expression F= x’+xy+xz’+xy’z’.
8. Prove that the logical sum of all minterms of a Boolean function of 2 variables is 1.
9. Show that a positive logic NAND gate is a negative logic NOR gate.
10. If A & B are Boolean variables and if A=1 & A+B=0, Find B?
11. Realize F = A’B+AB’ using minimum universal gates.
12. Write the Boolean expression for the output of the system shown in figure.
13. Write down fan-in & fan-out of a standard TTL IC.
14. Prove that AB+A’C+BC = AB + A’C
15. Implement the following Boolean function with NAND – NAND logic F = ∑ (0, 1, 3, 5)
16. What are don’t care terms?
17. What are universal gates implement AND gate using any one universal gate?
18. What are the advantages of Schottky TTL family?
19. Define the term (i). Propagation delay (ii). Power dissipation
20. Draw an active high tri-state Gate & write its truth table.
Part – B
1. a). i). Simplify the following function using K – map, f=ABCD+AB’C’D’+AB’C+AB & realize the SOP using only NAND gates and POS using only NOR gates (12)
ii). Simplify the logic circuit shown in figure (4)
2. a). i). Minimize the term using Quine McCluskey method & verify the result using K-map method πM(0,1,4,11,13,15)+ πd(5,7,8). (10) ii). Explain the operation of 3 input TTL NAND gate with required diagram & truth table. (6)
3. a). i). Using K-map method, Simplify the following Boolean function and obtain
(a) minimal SOP and (b) minimal POS expression & realize using only NAND and NOR gates F=∑m(0,2,3,6,7) + d(8,10,11,15) (10)
ii). Draw the circuits of 2 input NAND & 2 input NOR gate using CMOS (6)
4. a). i). Using Quine McCluskey method Simplify the Boolean expression F(v,w,x,y,z) = ∑ (4,5,9,11,12,14,15,27,30) +∑ø(1,17,25,26,31) (10)
ii). Explain the working of a basic totem-pole TTL 2 input NAND gate. (6)
5. a).i).Find a minimal SOP representation for f(A,B,C,D,E) = ∑m(1,4,6,10,20,22,24,26) + d(0,11,16,27) using K-map method. Draw the circuit of the minimal expression using only NAND. (12)
ii). Obtain 3 level NOR – NOR implementation of f = [ab + cd] ef (4)
6. Minimize the term using Quine McCluskey method & verify the result using K-map method ΠM(1,4,5,9,12,13,14) · Πd(8,10,11,15). (16)
7. Find a minimal SOP representation for f(A,B,C,D,E)=∑m(1,4,6,10,20,22,24,26)+ d(0,11,16,27) using K-map method. Draw the circuit of the minimal expression using only NAND. (16)
8. (i). Compare & contrast the features of TTL & CMOS logic families. (8)
(ii). List out the basic rules (laws) that are used in Boolean algebra expressions with example. (8)
9. Simplify using K-map to obtain minimum POS expression (A’+B’+C+D) (A+B’+C+D) (A+B+C+D’) (A+B+C’+D’) (A’+B+C+D’) (A+B+C’+D). (16)
10. (i). Implement the expression Y (A, B, C) = ∏M (0, 2, 4, 5, 6,) using only NOR-NOR logic. (8)
(ii). Draw the schematic and explain the operation of a CMOS inverter. Also explain its characteristics.
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