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Problem #2: 4-16. Figure 4-71 shows a BCD counter that produces a four-bit output repre- senting the BCD code for the number of pulses that have been applied to the counter input. For example, after four pulses have occurred, the counter outputs are DCBA = 01002 = 410. The counter resets to 0000 on the tenth pulse and starts counting over again. In other words, the DCBA outputs will never represent a number greater than 10012 = 910- (a)* Design the logic circuit that produces a HIGH output whenever the count is 2, 3, or 9. Use K mapping and take advantage of the don’t-care conditions. (b) Repeat for x = 1 when DCBA = 3,4, 5,8. (MSB) HIGH only when DCBA = 210, 310. Oor 910 BCD Logic circuit | counter B A

Problem #2: 4-16. Figure 4-71 shows a BCD counter that produces a four-bit output repre- senting the BCD code for the number of pulses that have been applied to the counter input. For example, after four pulses have occurred, the counter outputs are DCBA = 01002 = 410. The counter resets to 0000 on the tenth pulse and starts counting over again. In other words, the DCBA outputs will never represent a number greater than 10012 = 910- (a)* Design the logic circuit that produces a HIGH output whenever the count is 2, 3, or 9. Use K mapping and take advantage of the don’t-care conditions. (b) Repeat for x = 1 when DCBA = 3,4, 5,8. (MSB) HIGH only when DCBA = 210, 310. Oor 910 BCD Logic circuit | counter B A

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Problem #2: 4-16. Figure 4-71 shows a BCD counter that produces a four-bit output repre- senting the BCD code for the number of pulses that have been applied to the counter input. For example, after four pulses have occurred, the counter outputs are DCBA = 01002 = 410. The counter resets to 0000 on the tenth pulse and starts counting over again. In other words, the DCBA outputs will never represent a number greater than 1001, = 910- (a)* Design the logic circuit that produces a HIGH output whenever the count is 2, 3, or 9. Use K mapping and take advantage of the don't-care conditions. (b) Repeat for x = 1 when DCBA = 3,4,5,8. (MSB), HIGH only when DCBA - 210. З10-. or 910 BCD B counter Logic circuit A
Transcribed Image Text:Problem #2: 4-16. Figure 4-71 shows a BCD counter that produces a four-bit output repre- senting the BCD code for the number of pulses that have been applied to the counter input. For example, after four pulses have occurred, the counter outputs are DCBA = 01002 = 410. The counter resets to 0000 on the tenth pulse and starts counting over again. In other words, the DCBA outputs will never represent a number greater than 1001, = 910- (a)* Design the logic circuit that produces a HIGH output whenever the count is 2, 3, or 9. Use K mapping and take advantage of the don't-care conditions. (b) Repeat for x = 1 when DCBA = 3,4,5,8. (MSB), HIGH only when DCBA - 210. З10-. or 910 BCD B counter Logic circuit A
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