Solve the problem using the one fliflop per state approach, then answer the following questions:

What is the input equation offlipflop $($D$6)$

What is the input equation of flipflop $($D$5)$

What is the input equation of flipflop $($D$4)$

What is the input equation of flipflop $($D$1)$

What is the input equation of flipflop $($D$2)$

What is the input equation of flipflop $($DO$)$

If the system is at state $S4,$ and xyEF$=1100,$ where will the system be after four clock cycles $?$

What is the input equation of flipflop $($D$7)$

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E$\text{'}$S$4$

FS$2$

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If the system is at state $S2,$ and xyEF$=0011,$ where will the system be after two clock cycles $?$

What is the input equation of flipflop $($D$3)$

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