Karnaugh Maps allow connectable edges or wrap-arounds, which facilitates the minimization of Boolean expressions by enabling grouping across the map's edges.
The edges of a Karnaugh Map (K-Map) are indeed connectable, allowing for a wrap-around effect. The correct answer is: 1) True.
Karnaugh Maps, or K-Maps, are used in digital logic to simplify Boolean Algebra expressions and create optimal logic gate combinations. The wrap-around nature of the K-Map edges enables the grouping of adjacent cells to minimize the logic expression. This characteristic of K-Maps is crucial as it allows for the combination of cells on the edges of the map, which are visually opposite but logically adjacent. This means that the top edge is adjacent to the bottom edge, and the left edge is adjacent to the right edge, enabling the formation of groups that include cells from both edges. Thus, this wrap-around quality is essential for simplifying expressions that involve the binary variables represented by these edge cells.
K-Maps are designed to have connectable edges, and this feature is integral to the process of simplifying Boolean expressions in digital logic design.