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ASB is fundraising for their annual carnival to raise money for prom. They have Decided to sell lemonade for $2 per cup and orange drinks for $3 per cup.

Question 1: Suppose their goal is raise $240 and have sold 60 cups of lemonade, how many cups of orange drink would they need to sell to reach their goal?

Question 2: If the fundraising goal is to make $2500, what equation represents this scenario?

Question 3: Rewrite the equation form part d to express the number of orange drinks as a function of the number of lemonade drinks.

Respuesta :

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1. The number of cups of orange drink that ASB would need to sell to reach their goal of raising $240 after selling 60 cups of lemonade is 40 cups.

2. To raise $2,500, the equation representing the scenario is 2L + 3D = 2,500.

3. Rewriting the equation from part 2 above to express the number of orange drinks as a function of the number of lemonade drinks is F(D) = (2,500 - 2L)/3.

What is a mathematical function?

A mathematical function is a mathematical expression, rule, or law, defining the value relationship between the independent variable and the dependent variable.

For instance, when we state that the number of orange drinks is a function of the number of lemonade drinks, it means that the number of orange drinks to be sold depends on the number of lemonade drinks sold.

Data and Calculations:

                                       Lemonade     Orange Drink

Selling price per cup             $2                    $3

Expected total revenue = $240

Number of cups sold            60

Total revenue                    $120 ($2 x 60)   $120 ($240 - $120)

Number of cups to be sold                           40 ($120/$3)

2. The equation is:

2L + 3D = 2,500

Where:

L is the number of Lemonade

D is the number of Orange drinks sold.

3. The rewritten equation is:

F(D) = (2,500 - 2L)/3

Learn more about mathematical functions at https://brainly.com/question/25638609

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