The state transition diagram for a sequence generator is shown in figure

It is designed using D F/Fs and combinational logic blocks $$L_{1}, L_{2}, \& L_{3}$$ and is initialized at $$(Q_{2} = 1 ,Q_{1} = 0, Q_{0} = 1)$$

The minimized expressions for O0, O1, & O2 are:

A

$$O_{2} = Q_{2}$$ $$O_{1} = Q_{1}$$ $$O_{0} =Q_{0}$$

B

$$O_{2} = Q{1}.\overline{Q_{0}}$$ $$O{1} = \overline{Q_{0}}.Q_{1}.\overline{Q_{2}} + Q_{0}.\overline{Q_{1}}.Q_{2}$$ $$O_{0}= \overline{Q_{0}}.Q_{1}.Q_{2}$$

C

$$O_{2} =Q_{1}$$ $$O_{1} = Q_{0} + \overline{Q_{2}}$$ $$O_{0} =Q_{1}.Q_{2}$$

D

None of above