Combinational logic gives outputs based only on current inputs, without memory of past inputs. Outputs change right away when inputs change. Examples include circuits like adders and multiplexers. Sequential logic considers both current and past inputs because it uses memory elements. This allows it to store information and produce outputs based on input history. It’s used in circuits like counters and memory devices. In short, combinational logic depends only on current inputs, while sequential logic uses memory to include past inputs in its output. write a short response to your classmate post

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I appreciate your clear explanation of the differences between combinational and sequential logic! You've captured the essence well—combinational logic's outputs are indeed solely based on current inputs, which makes it straightforward and fast for operations like addition and selection. In contrast, the inclusion of memory in sequential logic allows for more complex behaviors, enabling functions like counting and state retention. This distinction really highlights the importance of both types of logic in designing digital systems. Thanks for sharing your insights!