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This section includes 11 Mcqs, each offering curated multiple-choice questions to sharpen your Digital Circuits knowledge and support exam preparation. Choose a topic below to get started.
1. |
Looping on a K-map always results in the elimination of __________ |
A. | Variables within the loop that appear only in their complemented form |
B. | Variables that remain unchanged within the loop |
C. | Variables within the loop that appear in both complemented and uncomplemented form |
D. | Variables within the loop that appear only in their uncomplemented form |
Answer» D. Variables within the loop that appear only in their uncomplemented form | |
2. |
Each “0” entry in a K-map square represents _______________ |
A. | A HIGH for each input truth table condition that produces a HIGH output |
B. | A HIGH output on the truth table for all LOW input combinations |
C. | A LOW output for all possible HIGH input conditions |
D. | A DON’T CARE condition for all possible input truth table combinations |
Answer» B. A HIGH output on the truth table for all LOW input combinations | |
3. |
Each “1” entry in a K-map square represents _______________ |
A. | A HIGH for each input truth table condition that produces a HIGH output |
B. | A HIGH output on the truth table for all LOW input combinations |
C. | A LOW output for all possible HIGH input conditions |
D. | A DON’T CARE condition for all possible input truth table combinations |
Answer» B. A HIGH output on the truth table for all LOW input combinations | |
4. |
The systematic reduction of logic circuits is accomplished by _______________ |
A. | Symbolic reduction |
B. | TTL logic |
C. | Using Boolean algebra |
D. | Using a truth table |
Answer» D. Using a truth table | |
5. |
The observation that a bubbled input OR gate is interchangeable with a bubbled output AND gate is referred to as __________________ |
A. | A Karnaugh map |
B. | DeMorgan’s second theorem |
C. | The commutative law of addition |
D. | The associative law of multiplication |
Answer» C. The commutative law of addition | |
6. |
The Boolean expression Y = (AB)’ is logically equivalent to what single gate? |
A. | NAND |
B. | NOR |
C. | AND |
D. | OR |
Answer» B. NOR | |
7. |
LOOPING_ON_A_K-MAP_ALWAYS_RESULTS_IN_THE_ELIMINATION_OF?$ |
A. | Variables within the loop that appear only in their complemented form |
B. | Variables that remain unchanged within the loop |
C. | Variables within the loop that appear in both complemented and uncomplemented form |
D. | Variables within the loop that appear only in their uncomplemented form |
Answer» D. Variables within the loop that appear only in their uncomplemented form | |
8. |
Which of the following is an important feature of the sum-of-products form of expressions?$ |
A. | All logic circuits are reduced to nothing more than simple AND and OR operations |
B. | The delay times are greatly reduced over other forms |
C. | No signal must pass through more than two gates, not including inverters |
D. | The maximum number of gates that any signal must pass through is reduced by a factor of two |
Answer» B. The delay times are greatly reduced over other forms | |
9. |
Which_of_the_following_expressions_is_in_the_sum-of-products_form?$ |
A. | (A + B)(C + D) |
B. | (A * B)(C * D) |
C. | A* B *(CD) |
D. | A * B + C * D |
Answer» E. | |
10. |
Each “1” entry in a K-map square represents:$ |
A. | A HIGH for each input truth table condition that produces a HIGH output |
B. | A HIGH output on the truth table for all LOW input combinations |
C. | A LOW output for all possible HIGH input conditions |
D. | A DON’T CARE condition for all possible input truth table combinations |
Answer» B. A HIGH output on the truth table for all LOW input combinations | |
11. |
The Boolean expression Y = (AB)’ is logically equivalent to what single gate?$ |
A. | NAND |
B. | NOR |
C. | AND |
D. | OR |
Answer» B. NOR | |