Answer:
The greatest number of games Elie could have played was 4.
Step-by-step explanation:
This is because if you take 25 and subract the 5.25, you would get 19.75. In order to get the max games Elie could play, you would divide 19.75 by 4, since each game is $4. You would end up with 4.9, but would have to round down since you can't round up.
(15 games) is the minimum number of games the team must have played
9x+18+3=1
11x+18=1
11x=-17
17/11 I don't have a calculator
If it is
y is diretly proportional to x
y=kx
solve for y
3x+5y=0
5y=-3x
y=-3/5x
y=kx
constant of variation is -3/5
Answer:
true because you can do that in a amound of the total
