ICT Revision MCQ Series (AL Grade 12) . 4 Logic Gates to design basic digital circuits and devices

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ICT Revision MCQ Series – Master Your Knowledge with Interactive Questions

Introduction In today’s fast-paced learning environment, multiple-choice questions (MCQs) have become a powerful tool for quick revision and self-assessment. Our Revision MCQ Series is designed to help students reinforce their understanding of key concepts through well-structured MCQs.

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ICT Revision MCQ Series AL lesson 4 . Logic Gates to design basic digital circuits

ICT Revision MCQ Series

This quiz assesses your knowledge of Grade 12  ICT lessons and serves as a revision test for your A/L examination preparation. It helps reinforce key concepts and improve your understanding of important ICT topics.

Perfect for:

  • Sri Lankan AL ICT students revising core concepts.
  • Building a strong foundation for exams and practical applications.

Good luck! 🖥️📊

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Category: Revision MCQ AL Grade 12 Lesion 4

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Match the following gates with their truth table characteristics: (a) NAND (1) Outputs 0 only if all inputs are 1 (b) NOR (2) Outputs 1 only if all inputs are 0 (c) XNOR (3) Outputs 1 if inputs are equal (d) XOR (4) Outputs 1 if inputs differ

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Which expression represents the carry output of a full adder?

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Which Boolean expression is equivalent to (A OR B)’ using De Morgan’s Laws?

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A vending machine dispenses a product if a coin is inserted (C = 1) and the button is pressed (B = 1). Which gate combination represents this?

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(a) Half adder: Outputs sum and carry for two bits. (b) Full adder: Outputs sum only for three bits. (c) Flip-flops: Used in sequential circuits. (d) NAND gate: Used in combinational circuits. (e) Boolean algebra: Simplifies sequential circuits. Choose the correct statements.

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For a classroom system that turns on the projector (output = 1) only when the teacher is present (T = 1) and the room is dark (D = 1), which represents the input, process, and output?

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Which statements correctly describe Boolean algebra? (a) Commutative law: A + B = B + A (b) Don’t law: (A AND B)’ = A’ OR B’ (c) SOP form: Product of sums (d) Karnaugh map: Simplifies expressions

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What is the primary tool used to simplify Boolean expressions visually?

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A circuit needs to output 1 only when inputs A and B are the same. Which gate is best?

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Match the gates with their negated equivalents: (a) NAND (1) NOT OR (b) NOR (2) NOT AND (c) AND (3) NOT XOR (d) OR (4) NOT NOR

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What is the primary method to represent a digital circuit’s behavior before implementation?

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In digital circuits, _______ is used to simplify expressions. In CPUs, _______ circuits add bits. In memory, _______ store data. For circuit design, _______ gates are universal.

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Which Boolean expression is equivalent to A’ AND (B OR C)?

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For a traffic light system that allows traffic to pass (output = 1) only when the pedestrian signal is off (P = 0) and the vehicle signal is green (V = 1), which correctly represents the input, process, and output?

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Which logic gate is considered a universal gate?

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Which expression represents a NOT gate using a NAND gate?

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Which of the following cannot be directly implemented by a flip-flop in a digital circuit?

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(a) Half adder: Used in CPU arithmetic. (b) Full adder: Handles carry-in. (c) Flip-flops: Store bits in memory. (d) XOR gate: Not a sequential circuit. (e) NAND gate: Not a CPU building block. Choose the correct statements.

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For a circuit that outputs 1 only when inputs A and B are different, which represents the input, process, and output?

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Which statements correctly describe Karnaugh maps? (a) Used to simplify Boolean expressions. (b) Groups minterms to reduce terms. (c) Limited to two variables. (d) Converts SOP to POS directly.

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Category: Revision MCQ AL Grade 12 Lesion 4

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Match the following logic gates with their functions: (a) NOT (1) Outputs 1 if inputs differ (b) AND (2) Inverts the input (c) XOR (3) Outputs 1 if all inputs are 1 (d) OR (4) Outputs 1 if any input is 1

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Category: Revision MCQ AL Grade 12 Lesion 4

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(a) Half adder: Uses XOR and AND gates for sum and carry. (b) Full adder: Includes carry-in for three-bit addition. (c) Flip-flops: Store multiple bits in registers. (d) NAND gate: Can implement any logic function. (e) Karnaugh map: Used for sequential circuit design. Choose the correct statements.

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Which expression represents the sum output of a half adder?

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Which statements correctly describe logic gates? (a) NOT gate has one input and inverts it. (b) AND gate outputs 1 if any input is 1. (c) XOR gate outputs 1 if inputs differ. (d) NAND gate is a universal gate.

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A CPU requires a circuit to add two bits without considering a carry-in. Which logic gate combination best represents this system?

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Which of the following is not a combinational logic gate?

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A home security system activates an alarm if the door is open (D = 1) or the window is open (W = 1). Which gate best represents this?

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Category: Revision MCQ AL Grade 12 Lesion 4

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Digital circuit design uses Boolean algebra for simplification. In circuit optimization, _______ is used to reduce gate count. In CPU design, _______ circuits perform arithmetic. In memory systems, _______ store bits. For universal gates, _______ can implement any logic function.

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Category: Revision MCQ AL Grade 12 Lesion 4

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What is the primary logic gate used to invert an input signal in a digital circuit?

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Which of the following cannot be achieved using a single basic logic gate?

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Why Use MCQs for Learning? MCQs are a great way to evaluate your understanding of a subject in a structured manner. Here’s why they are effective:

  • Quick and Efficient – MCQs allow for rapid assessment of knowledge.
  • Engaging and Interactive – They keep learning interesting and encourage active participation.
  • Memory Retention – Answering questions enhances recall and reinforces concepts.
  • Instant Feedback – You can immediately check your answers and improve your understanding.

Tips MCQ-Based Exams

To score well in MCQ exams, follow these strategies:

  1. Understand the Concepts – Don’t just memorize answers; understand the logic behind them.
  2. Eliminate Wrong Options – Narrow down choices by eliminating incorrect answers.
  3. Time Management – Avoid spending too much time on one question.
  4. Practice Regularly – Consistent practice improves accuracy and speed.
  5. Read Carefully – Pay attention to tricky words like not, always, and except.

Conclusion

The Revision MCQ Series is your go-to resource for mastering concepts efficiently. Keep practicing with Lesson 1 questions and stay tuned for upcoming lessons. Your success starts with consistent revision and smart study techniques!

FAQs

1. How can MCQs help in learning? MCQs improve retention, provide quick assessment, and make learning engaging.

2. Can I find more lessons in this series? Yes! We regularly update the Revision MCQ Series with new lessons. Stay tuned!

3. How should I prepare for MCQ-based exams? Understand concepts, practice regularly, manage time well, and eliminate wrong answers.

4. Where can I access more MCQs? You can find additional MCQs on our website or in upcoming blog posts.

5. Is this MCQ series suitable for all students? Yes! Whether you’re a beg

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Ruwan
About Ruwan Suraweera 221 Articles
Pilana Vidyarthodaya M. V. ICT Teacher

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