Question

Jimmy will be selling hot dogs at the football game. He bought hot dogs, buns, and condiments for a total of \$8$8dollar sign, 8 and now wants to calculate how many hot dogs he has to sell to make a profit. He graphs the profit he will make, (P)(P)left parenthesis, P, right parenthesis, as a function of the number of hot dogs sold, (n)(n)left parenthesis, n, right parenthesis. Complete the following sentences based on the graph of the function. As Jimmy sells more hot dogs, his profit will . Jimmy sells the hot dogs for \$$dollar sign each. Jimmy needs to sell hot dogs to recover the money he invested. If Jimmy sells 151515 hot dogs, he will make \$$dollar sign in profit. To make \$12$12dollar sign, 12 in profit, Jimmy would have to sell hot dogs.

Answer 1

Using an example similar to Alphonso's budget for burgers and bus tickets, Jimmy must sell 4 hot dogs to break even and 10 hot dogs to make a $12 profit, assuming he sells each hot dog for $2.

Step-by-step explanation:

Jimmy needs to calculate the number of hot dogs he must sell to make a profit. The information provided in the question seems to be unrelated to the graph described, as it talks about Alphonso's budget allocation for burgers and bus tickets instead.

However, we can repurpose this example to address Jimmy's situation. In a scenario where the cost of Jimmy's investment is $8, and he sells each hot dog for $2, we can determine that he needs to sell 4 hot dogs to break even. If he sells 15 hot dogs, assuming the selling price remains constant at $2 each and no other costs are involved, Jimmy would earn $30 minus his initial investment, resulting in a profit of $22.

To calculate how many hot dogs Jimmy needs to sell to make a $12 profit, we would set up the equation $2n - $8 = $12, where n is the number of hot dogs. Solving for n, we get n = 10 hot dogs to reach $12 in profit.

Answer 2

Step-by-step explanation:

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