How many boxes can Jake's Crackers fill next year?
Question:
Jake's Crackers will make 21,000 ounces of cheese crackers next year. The company plans to put the crackers into 30-ounce boxes. How many boxes will the company be able to fill next year?
Answer:
Final answer: Jake's Crackers will be able to fill 700 boxes with cheese crackers next year. This is determined by dividing the total projected production weight (21,000 ounces) by the weight that each box holds (30 ounces).
Explanation:
Jake's Crackers company plans to produce a total of 21,000 ounces of cheese crackers next year. These crackers will be packed in 30-ounce boxes. We can calculate the number of boxes by dividing the total ounces of crackers by the weight of each box, i.e., 21,000 / 30. When we do this calculation, we get the result of 700. Therefore, Jake's Crackers company will be able to fill 700 boxes next year.
Calculating quantities plays a crucial role in determining the production capacity and packaging requirements for companies. By understanding how to calculate quantities accurately, businesses can ensure efficient operations and proper resource allocation.
It is essential for companies like Jake's Crackers to have a clear understanding of their production goals and packaging needs to meet customer demand effectively. By calculating the number of boxes required based on the total production weight, companies can streamline their processes and optimize production efficiency.
Understanding the relationship between projected production weight and packaging specifications is key to successful production planning. By accurately calculating quantities, companies can avoid overproduction or underproduction, leading to better inventory management and cost control.
In conclusion, the ability to calculate quantities accurately is essential for businesses to effectively plan their production processes and meet customer demand. With the correct calculations, companies like Jake's Crackers can determine the number of boxes needed to package their cheese crackers successfully and efficiently.