The voting paradox refers to the$\_\_\_\_\_\_\_\_\_\_$ of majority voting to always result in$\_\_\_\_\_\_\_\_\_\_.$

A$.$

$$success; efficient outcomes

B$.$

$$success; consistent outcomes

C$.$

$$failure; consistent outcomes

D$.$

None of the above is correct.

Part $2$

The Arrow impossibility theorem states that$\_\_\_\_\_\_\_\_\_\_$ can be devised so that it will consistently$\_\_\_\_\_\_\_\_\_\_$ the underlying preferences of voters.

A$.$

no system of$$ voting; represent

B$.$

specific systems of$$ voting; represent

C$.$

any system of$$ voting; not represent

D$.$

None of the above is correct.

Part $3$

The median voter theorem states that the outcome of a majority vote is likely to represent the preferences of the voter who is

A$.$

in the political minority.

B$.$

in the political extreme.

C$.$

in the political middle.

D$.$

None of the above.