In a certain game, two teams with five members each compete for the highest team score. A team's score is determined by eliminating the team's greatest and least individual scores and then calculating the average (arithmetic mean) of the remaining three individual scores. The individual scores of nine of the ten players in a game are shown in the table above. What is the lowest integer score Player 10 can have so that Team 2 wins the game?
Comments (2)
I fondly dislike the college board.
No division needed add team 2 qualifiers and subtract from team 1
128-94= 34 thats just a tie
34+1 = 35 thats a sure winner.