CUET PG 2025 — Computer PYQ

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Question

CUET PG 2025 — Computer PYQ

CUET PG | Computer | 2025

Consider the following Karnaugh Map (k-map). Minimal Function generated by this Kamaugh map is

Answer 1

To find the minimal function from the given Karnaugh Map (K-map), let's analyze the grouping of 1s and 'don't care' conditions (X) in the map.

The K-map is a 4-variable map with variables $P$ , $Q$ , $R$ , and $S$ . The positions of the variables in the K-map are as follows:

The 1s can be grouped as follows:
- The entire row for $RS = 00$ can be grouped into one group, yielding $S' = 0$ , so the simplified expression is $Q' S'$ .
- The first two columns, covering both 00 and 10 for $PQ$ where $RS = 10$ , can be grouped, yielding $P' = 0$ , so the simplified expression is $P' S'$ .

Therefore, the minimal function generated by this K-map is Q'S' + P'S'.

Hence, the correct answer is: Q'S' + P'S'.

Answer 2

To find the minimal function from the given Karnaugh Map (K-map), let's analyze the grouping of 1s and 'don't care' conditions (X) in the map.

The K-map is a 4-variable map with variables $P$ , $Q$ , $R$ , and $S$ . The positions of the variables in the K-map are as follows:

The 1s can be grouped as follows:
- The entire row for $RS = 00$ can be grouped into one group, yielding $S' = 0$ , so the simplified expression is $Q' S'$ .
- The first two columns, covering both 00 and 10 for $PQ$ where $RS = 10$ , can be grouped, yielding $P' = 0$ , so the simplified expression is $P' S'$ .

Therefore, the minimal function generated by this K-map is Q'S' + P'S'.

Hence, the correct answer is: Q'S' + P'S'.

CUET PG 2025 — Computer PYQ

Choose the correct answer:

Explanation

Explanation