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Mr. Mosley ordered pizzas for the volunteers at Highland School's fundraiser event. He ordered 1212 large pizzas from the Roman Rounds pizzeria. Since this was a bulk order, Roman Rounds reduced the price of each large pizza by 2$2\$. The total came to 192$192\$. Which equation can you use to find the amount of money, pp, Roman Rounds normally charges for a large pizza?\newlineChoices:\newline(A) 12(p2)=19212(p - 2) = 192\newline(B) 2(p12)=1922(p - 12) = 192\newline(C) 2p12=1922p - 12 = 192\newline(D) 12p2=19212p - 2 = 192

Full solution

Q. Mr. Mosley ordered pizzas for the volunteers at Highland School's fundraiser event. He ordered 1212 large pizzas from the Roman Rounds pizzeria. Since this was a bulk order, Roman Rounds reduced the price of each large pizza by 2$2\$. The total came to 192$192\$. Which equation can you use to find the amount of money, pp, Roman Rounds normally charges for a large pizza?\newlineChoices:\newline(A) 12(p2)=19212(p - 2) = 192\newline(B) 2(p12)=1922(p - 12) = 192\newline(C) 2p12=1922p - 12 = 192\newline(D) 12p2=19212p - 2 = 192
  1. Identify Key Information: Identify the key information from the problem statement. Mr. Mosley ordered 1212 pizzas and each was discounted by $2\$2. The total cost was $192\$192.
  2. Set Up Equation: Set up an equation to represent the situation. Let pp be the original price of one pizza. The discounted price per pizza is p2p - 2. Since 1212 pizzas were ordered, the equation is 12(p2)=19212(p - 2) = 192.
  3. Check Equation Match: Check if the equation matches any of the given choices. The equation 12(p2)=19212(p - 2) = 192 matches choice (A).