Difficulty: Medium
Correct Answer: F hex
Explanation:
Introduction / Context:Matrix keypad interfaces typically use active-low columns. When a key is pressed, one column is driven or read as LOW; when no key is pressed, all columns read HIGH. In HDL simulations, we model this behavior with a 4-bit bus for columns, using hexadecimal shorthand. Releasing a key restores the bus to the “no key” condition: all ones.
Given Data / Assumptions:
Concept / Approach:If columns are represented as a 4-bit vector, no key pressed corresponds to 1111 in binary, which is F in hexadecimal. Many encoders use this state to tri-state (Hi-Z) or idle the data outputs until a valid keypress is detected, often with a freeze or debounce mechanism.
Step-by-Step Solution:
Identify active-low logic: 0 indicates pressed; 1 indicates released.Released state for 4 columns: 1111b.Binary 1111 equals F hex.Therefore, set columns to F hex to model key release and Hi-Z output.Verification / Alternative check:Waveform inspection: After changing columns to F, the encoder should remove the valid code and drive its output bus to Hi-Z or idle, consistent with the design specification.
Why Other Options Are Wrong:
0 hex: 0000 implies all columns low (multiple keys or fault).4 hex / 8 hex: Only one bit high among otherwise low bits, inconsistent with no-key state in active-low logic.Common Pitfalls:Forgetting active-low convention; mixing up row/column polarity; not modeling pull-ups in the testbench, which can leave buses at undefined levels.
Final Answer:F hex
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