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Mathematics, 06.10.2019 05:00 22millt

(10 point question): if my dad (rev. rodney l. swisher) was alive today, he would be watching with his two sons today’s cowboys-redskins football game at 3: 30 pm cst as we would be ourselves to another of a delicious dinner. suppose that my dad was around to place a wager between him and his sons. the wager would be based on how well the two starting quarterbacks (most likely dak prescott for the cowboys and the new starter colt mccoy for the redskins) perform in this football game. joel (my brother) and i would take the redskins quarterback; dad would take the cowboys quarterback. money will be determined from the following point scheme:
+ 1 point for every 25 yards passed
+ 1 point for every 10 yards rushed
– 3 points for every interception thrown by the quarterback
– 2 points for every time the quarterback is sacked
+ 4 points for every passing touchdown
+ 6 points for every rushing touchdown
+ 2 points for a passing touchdown of at least 40 yards
+ 3 points for a passing touchdown of at least 50 yards
+ 5 points for ending the game with at least 300 passing yards

for example, if mccoy threw a 62-yard touchdown pass, this would amount to 11.48 points for this one play
and the swisher brothers would have earned $11.48 total.

now, suppose that dad’s quarterback will pass for a total of 256 yards, rush for a total of 31 yards, throw 1
interception, get sacked twice, rush in for 1 touchdown, and have 2 passing touchdowns in this game (1 of these
touchdowns went for 44 yards and the other went for 20 yards). our quarterback will pass for a total of 315
yards, rush for a total of 16 yards, throw 2 interceptions, get sacked once, and have 4 passing touchdowns (one
went for 6 yards, another went 34 yards, and the other went for 55 yards). the winner of the wager will receive
from the loser the difference in the points earned between these quarterbacks in dollars and cents. (if joel & i
were to win, we would split the winnings.) based on the given information, who would win this wager and how
much money would the winner receive?

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