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A ripple counter’s speed is limited by the propagation delay of ____________
  • a)
    Each flip-flop
  • b)
    All flip-flops and gates
  • c)
    The flip-flops only with gates
  • d)
    Only circuit gates
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
A ripple counter’s speed is limited by the propagation delay of ...
A ripple counter is something that is derived by other flip-flops. Its like a series of Flip Flops. Output of one FF becomes the input of the next. Because ripple counter is composed of FF only and no gates are there other than FF, so only propagation delay of FF will be taken into account. Propagation delay refers to the amount of time taken in producing an output when the input is altered.
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A ripple counter’s speed is limited by the propagation delay of ...
A ripple counter is a type of digital counter circuit that uses flip-flops to sequentially count through a series of binary states. It is called a "ripple" counter because each flip-flop's output is connected to the clock input of the next flip-flop in the series, causing a ripple effect as each flip-flop changes state.

In a ripple counter, the first flip-flop is connected to an external clock signal, and each subsequent flip-flop is triggered by the output of the previous flip-flop. As the clock signal pulses, each flip-flop changes state and produces a binary output, which becomes the input for the next flip-flop. This sequential process creates a binary counting sequence.

The advantage of a ripple counter is its simplicity and low-cost design. However, it has a limitation in terms of speed, as the propagation delay from one flip-flop to the next accumulates with each stage, causing a time delay in the overall counting process.

Ripple counters are commonly used in applications where speed is not critical, such as simple digital displays, frequency dividers, or control circuits.
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A ripple counter’s speed is limited by the propagation delay of ____________a)Each flip-flopb)All flip-flops and gatesc)The flip-flops only with gatesd)Only circuit gatesCorrect answer is option 'A'. Can you explain this answer?
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