Final Answer:
Using JK flip-flops, a) the designed counter cycles through the repeated binary sequence: 0, 1, 2, 3, 4, 5, 6. b) The logic diagram of the counter will include JK flip-flops connected in a specific configuration to achieve the desired binary sequence.
Explanation:
The process of designing a counter with the specified binary sequence involves utilizing JK flip-flops in a sequential arrangement. Each JK flip-flop represents a binary bit and, when connected properly, the sequence 0, 1, 2, 3, 4, 5, 6 can be achieved. By configuring the JK flip-flops with appropriate connections, the binary sequence progresses in a cyclic manner, producing the desired output. This design ensures that the counter moves through the specified sequence and resets back to 0 after reaching 6.
Drawing the logic diagram involves visually representing the interconnected JK flip-flops with their inputs and outputs arranged to achieve the desired sequence. The connections between the flip-flops ensure the proper progression of binary values in the counter, allowing it to count from 0 to 6 repeatedly.