The school band booster club runs a concession stand for home football games. They sell beverages for $1.50 and candy for $1.25. Their goal is to raise $375 for each game. Write an equation that is a model for the different numbers of beverages and candy that can be sold to meet the goal.
1.25x + y = 375
x + y = 375
1.50x.- 1.25y = 375
1.50x +1.25y = 375

1.50x + 1.25y = 375

Step-by-step explanation:

x = beverages

y = candy

1.50x + 1.25y = 375

answer:    

here,   in the graph the blue line shows the online add revenue while the red line shows the printed ad revenue.

and the x-coordinate of the intersection point of the blue line and red line will show the year in which both revenue are equal.

thus, the online ad revenue and printed ad revenue is equal on the 7th year( approx) from the starting the online version of the paper.

also, on the 14th year,

the revenue of the printed ads = 1.5 million ( approx)

and, the revenue of the online ads = 4.5 million ( approx)

since, double of therevenue of the printed ads = 2 × 1.5 = 3 million (approx)

and, 3 million < 4.5 million

thus, we can say that the revenue of the online ads is more than the double of the revenue of the printed ads.

that is, lead executive's statement is correct.