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the band booster club sells beverages for $1.48 and candy for $1.64 at home games. their goal is to have total sales of $231.64 for each game. write an equation in standard form that would model the different amounts of candy and drinks that could be sold to reach the goal. use the variables x for beverages and y for candy.

Verified Answer :

texaschic101

1.48x + 1.64y = 231.64

Answer: Our required equation in standard form is \(1.48x+1.64y=\$231.64\)

Step-by-step explanation:

Let the number of beverages be 'x'.

Let the number of candy be 'y'.

Cost of beverages = $1.48

Cost of home games = $1.64

Total cost = $231.64

According to question, we get that

\(1.48x+1.64y=\$231.64\)

Hence, our required equation in standard form is \(1.48x+1.64y=\$231.64\)

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