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An eight-bit binary ripple UP counter with a modulus of 256 is holding the count 01111111. What will be the count after 135 clock pulses?
- a)0000 0101
- b)1111 1001
- c)0000 0110
- d)0000 0111
Correct answer is option 'C'. Can you explain this answer?
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Most Upvoted Answer
An eight-bit binary ripple UP counter with a modulus of 256 is holding...
01111111 → 127
After 135 clock cycles, we will get
127 + 135 = 262
∴ The total number of clock pulses will be 262
As the modulus is 256,
After 256 clock pulses, the sequence will repeat.
262 = 256 + 6
∴ 00 00 00 00
257 → 00 00 00 01
258 → 00 00 00 10
259 → 00 00 00 11
260 → 00 00 01 00
261 → 00 00 01 01
262 → 00 00 01 10
After 135 clock cycles, we will get
127 + 135 = 262
∴ The total number of clock pulses will be 262
As the modulus is 256,
After 256 clock pulses, the sequence will repeat.
262 = 256 + 6
∴ 00 00 00 00
257 → 00 00 00 01
258 → 00 00 00 10
259 → 00 00 00 11
260 → 00 00 01 00
261 → 00 00 01 01
262 → 00 00 01 10
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An eight-bit binary ripple UP counter with a modulus of 256 is holding the count 01111111. What will be the count after 135 clock pulses?a)0000 0101b)1111 1001c)0000 0110d)0000 0111Correct answer is option 'C'. Can you explain this answer?
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