Sherman Riley
02/06/2023 · Middle School

Claudia went shopping for holiday presents. She bought boxes of chocolates and boxes of ornaments for her coworkers. Boxes of chocolate cost \( \$ 5 \) each and boxes of ornaments cost \( \$ 7 \) each. She buys a total of 15 boxes and spends \( \$ 95 \). How many boxes of chocolates and how many boxes of ornaments does she buy? Using \( C \) for number of chocolateriouses and \( O \) for number of ornament boxes. Setup but do not solve the equations necessary to answer the questions. Your 1st equation: Your 2nd equation:

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Step-by-step Solution

To set up the equations based on the information provided, we can define: - \( C \) = number of boxes of chocolates - \( O \) = number of boxes of ornaments From the problem, we have two key pieces of information: 1. Claudia buys a total of 15 boxes. 2. She spends a total of $95. Using this information, we can set up the following equations: 1. The total number of boxes equation: \[ C + O = 15 \] 2. The total cost equation: \[ 5C + 7O = 95 \] These are the two equations necessary to answer the question.

Quick Answer

Your 1st equation: \( C + O = 15 \) Your 2nd equation: \( 5C + 7O = 95 \)
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