PLEASE HELP For the State Transition Table91 929192X= 0X= 1X= 0x= 1001111011010101100110101Design a circuit for this model using D and JK flip flops. Below, provide input equations for the flip flops storing q1 and q2, and the equation for output z.D1 =J2 =K2 =z =Your answers will be given in terms of q1, q1', q2, q2', x, x'. You must order your equations from x to q2, shorter product terms before longer, and ties determined by binary order. Some examples:x'q1' + x'q1,x + xq2, andx + x'q1 + xq1'All answers must be in minimum SoP form and there will only be one answer. I will provide for a reasonable amount of ambiguity with regular expressions and multiple correct answers where it makes sense. I will not make allowancefor case or spacing in variable names or product terms, i.e.q1 is not q_1 or q 1 or q1 or Q1 or Q1 or Q1,q1' is not q_1' or q'1 or q 1'or q1' or Q1' or Q1' or q1", andxq1' is not x q1' or g1'x.In the above cases, no allowances will be made,

Here we need to excitation equation since depending upon the present state and next state bits we…

Answered: tfor this model using D and JK flip…

tfor this model using D and JK flip flops. Below, provide input equations for the flip flops storing 91 and q2, and the equation for output z.

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Question

PLEASE HELP

For the State Transition Table
91 92
9192
X= 0
X= 1
X= 0
x= 1
00
11
11
01
10
10
10
11
00
11
01
01
Design a circuit for this model using D and JK flip flops. Below, provide input equations for the flip flops storing q1 and q2, and the equation for output z.
D1 =
J2 =
K2 =
z =
Your answers will be given in terms of q1, q1', q2, q2', x, x'. You must order your equations from x to q2, shorter product terms before longer, and ties determined by binary order. Some examples:
x'q1' + x'q1,
x + xq2, and
x + x'q1 + xq1'
All answers must be in minimum SoP form and there will only be one answer. I will provide for a reasonable amount of ambiguity with regular expressions and multiple correct answers where it makes sense. I will not make allowance
for case or spacing in variable names or product terms, i.e.
q1 is not q_1 or q 1 or q1 or Q1 or Q1 or Q1,
q1' is not q_1' or q'1 or q 1'or q1' or Q1' or Q1' or q1", and
xq1' is not x q1' or g1'x.
In the above cases, no allowances will be made,

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