Problem 1: Working with Digital Circuits Suppose that you want to design a new flip-flop and name it as AM flip-flop. This AM flip-flop behaves as follows: If A = 1, the flip-flop complements the current state. If A = 0, the next state of the flip-flop is equal to the value of M. a. Derive the characteristic table for the AM flip-flop. b. From the characteristic tables of both flip-flops, the JK and the AM (that you have derived in part a), find the equivalent values of J & K for each of the AM states. For example, if for A= 0, M=0, Q(t+1) was, say, x; then you should find the equivalent combination of J & K that produces the same output. c. Based on the result that you have obtained in part b, show how a JK flip-flop can be converted to an AM flip-flop by adding gate(s) and inverter(s).

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Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
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Problem 1: Working with Digital Circuits
Suppose that you want to design a new flip-flop and name it as AM flip-flop. This AM
flip-flop behaves as follows: If A = 1, the flip-flop complements the current state. If A =
0, the next state of the flip-flop is equal to the value of M.
a. Derive the characteristic table for the AM flip-flop.
b. From the characteristic tables of both flip-flops, the JK and the AM (that you
have derived in part a), find the equivalent values of J & K for each of the AM
states.
For example, if for A= 0, M=0, Q(t+1) was, say, x; then you should find the
equivalent combination of J & K that produces the same output.
c. Based on the result that you have obtained in part b, show how a JK flip-flop
can be converted to an AM flip-flop by adding gate(s) and inverter(s).
Transcribed Image Text:Problem 1: Working with Digital Circuits Suppose that you want to design a new flip-flop and name it as AM flip-flop. This AM flip-flop behaves as follows: If A = 1, the flip-flop complements the current state. If A = 0, the next state of the flip-flop is equal to the value of M. a. Derive the characteristic table for the AM flip-flop. b. From the characteristic tables of both flip-flops, the JK and the AM (that you have derived in part a), find the equivalent values of J & K for each of the AM states. For example, if for A= 0, M=0, Q(t+1) was, say, x; then you should find the equivalent combination of J & K that produces the same output. c. Based on the result that you have obtained in part b, show how a JK flip-flop can be converted to an AM flip-flop by adding gate(s) and inverter(s).
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