A circuit designed to control an elevator's motors, and have it move the car $($in a safe manner$)$ to the floor selected, as per the butrons pushed on the panel. The circuit $3$

$($A$)$nonexistent$.$ That is$,$ the problem can't be solved with a circuit.

Question $9$

A circuit designed to guide a robotic vacuum cleaner to vacuum all areas of a given room.This circuit iscombinational.partly sequential, partly combinational.

Question $\backslash$&

elecuit designed to help an electric circuit from overloading in a factity that has $7$ fans, in different parts of the building. The lega electrical system in the facility is old and can only support $5$ fans running at one time. This circuit will keep some fans from working,

and iscombinational.sequential.

$($C$)\backslash ($ p $\backslash )$no

Question

A circuit designed to control the traffic lights at an intersection which will allow for "standard operation" and gives North$-$South and East$-$West green lights, regardless of whether there are cars or not.This circuit is

$($A$)\backslash ($ c $\backslash )$

sequential.

Question $6$

A circuit designed to control the traffic lights at an intersection which will allow for "smart operation" and only give the East$-$West a

$($A$)$sequentia

$($c$)$

$($D$)$

Question $5$

A circuit designed to drive a lunar landing cart forward, but it must avoid large rocks in its path. This circuit is

$($A$)$mbinational$.$

$($B$)$ equential.

Question $4$

A circuit designed to ensure that a washing machine goes through a wash, then a rinse cycle.This circuit iscombinational.

$($B$)$

B$)$ sequential.part sequential, part combinationa

$($D$).$

Question $3$

A circui

above

$($A$)$

$($c$)$

$($D$)$

Question $2$

A circuit designed to count the number of students entering the IEEE Study Room, in order to report level of use iscombinational.

sequential.

$($C$)\backslash ($ p $\backslash )$

partly sequential, partly combinational.

Question $1$combinational.sequential.part sequential, part combinational.nonexistent. That is$,$ the problem can't be solved by a circuit.