-If the Hamilton Method Is Used to Apportion Legislative Seats

$\begin{array} { l | c c c c c } \text { State } & \mathrm { a } & \mathrm { b } & \mathrm { c } & \mathrm { d } & \mathrm { e } \\\hline \text { Population } & 131 & 140 & 304 & 178 & 197\end{array}$
-If the Hamilton Method is used to apportion legislative seats to three states with the initial and revised populations given in the table (in thousands) , then one of the states loses a seat to another if The number of seats being apportioned is 13.
$\begin{array} { l | c c c } \text { State } & \mathrm { a } & \mathrm { b } & \mathrm { c } \\\hline \text { Initial Population } & 930 & 738 & 415 \\\text { Revised Population } & 975 & 752 & 422\end{array}$
Which state loses a seat to which state, and does the Population Paradox occur?

A) a loses a seat to c, no
B) b loses a seat to c, yes
C) c loses a seat to a, no
D) c loses a seat to b, yes