Help solve this problem, make sure you double check your work

A mother found an open box of her children's favorite candy bars. She decides to apportion the candy among her three youngest children according to the number of minutes each child spent doing homework during the week. Complete parts (a) through (c) below. (a) Suppose there were 12 candy bars in the box. Given that Ron did homework for a total of 51 minutes, Sally did homework for a total of 244 minutes, and Peter did homework for a total of 905 minutes, apportion the 12 candy bars among the children using Hamilton's method. Ron earns candy bar(s). Sally earns candy bar(s). Peter earns candy bar(s). (b) Suppose that just before she hands out the candy bars, the mother finds one extra candy bar. Using the same total minutes as in (a), apportion now the 13 candy bars among the children using Hamilton's method. Ron now earns candy bar(s). Sally now earns candy bar(s). Peter now earns candy bar(s). (c) The results of (a) and (b) illustrate one of the paradoxes of Hamilton's method. Which one? Explain. The Alabama paradox, because Sally studied 3.32% more and gained a candy bar, but Ron studied 4.08% more and lost a candy bar The population paradox, because Sally studied 3.32% more and gained a candy bar, but Ron studied 4.08% more and lost a candy bar The population paradox, because the introduction of a fourth child causes Ron to lose a candy bar The new-states paradox, because the introduction of a fourth child causes Ron to lose a candy bar The Alabama paradox, because the total number of candy bars has increased, but Ron loses a candy bar The new-states paradox, because the total number of candy bars has increased, but Ron loses a candy bar