Out the following steps in the proper sequence for simplifying a Boolean…

Correct sequence:

1. Draw the Karnaugh map for the given Boolean function (set up the correct number of variables, cell order, and labels).

2. Transfer the truth table values to the K-map (fill each cell with the function value from the truth table).

3. Identify and group the largest possible clusters of 1s (groups must be powers of two: 1, 2, 4, 8, ...; groups may overlap and wrap around map edges).

4. Write the simplified Boolean expression from the grouped clusters (derive a product or sum term for each group, then combine).

Why this order?

You need the map layout before placing values so each truth-table entry maps to the correct cell. Grouping depends on the placed values, and simplification follows directly from those groups.

Quick tips:

• Always form the largest possible groups (they yield the simplest terms).

• Groups can overlap if that helps make them larger and reduce terms.

• Remember wrap-around adjacency: opposite edges are adjacent in a K-map.

• Check for redundant groups and remove them when they do not change the simplified expression.