Given the following sequential circuit, give the equations for q$\_(1)^(*)$ and q$\_(2)^(*)($give the unsimplified SoP version

for your answer, simplify for yourself as needed$),$ construct the state tables, and use the graphic to

complete a timing trace; notice, these are trailing edge flip flops. Assume the circuit begins in q$\_(1)$q$\_(2)=00$

and continue your trace as long as the clock is shown, i$.$e$.$ you will have one $"?"$ as the clock ticks

down and x is not given. Note: the last gate is an XNOR gate. $(3$ Points$)$

q$\_(1)^(*)=$

q$\_(2)^(*)=$

x$$

q$1$

q$2$