AJ's Office Purchased A Small Vending Machine And Needs To Supply It With Drinks. A Large Box From The Wholesale Store Contains 25 Bottles Of Assorted Drinks. If Each Drink Bottle Has The Same Price Of $ 1.75 \$1.75 $1.75 , How Much Does The Large Box
Introduction
AJ's office has recently purchased a small vending machine to provide refreshments to its employees. To stock the vending machine, a large box containing 25 bottles of assorted drinks was purchased from a wholesale store. Each bottle of drink has a price of . In this article, we will calculate the total cost of the assorted drinks in the large box.
Understanding the Problem
The problem requires us to find the total cost of the assorted drinks in the large box. We are given the following information:
- The large box contains 25 bottles of assorted drinks.
- Each bottle of drink has a price of .
Calculating the Total Cost
To calculate the total cost of the assorted drinks, we need to multiply the number of bottles by the price of each bottle.
Formula
The formula to calculate the total cost is:
Total Cost = Number of Bottles x Price per Bottle
Applying the Formula
Substituting the given values into the formula, we get:
Total Cost = 25 x
Solving the Equation
To solve the equation, we need to multiply 25 by .
25 x =
Conclusion
Therefore, the total cost of the assorted drinks in the large box is .
Real-World Application
This problem has a real-world application in the context of AJ's office. The office needs to stock the vending machine with drinks, and the total cost of the assorted drinks will determine the initial investment. This calculation will help the office manager make informed decisions about the initial stock and future purchases.
Variations of the Problem
There are several variations of this problem that can be explored:
- What if the price of each bottle is different?
- What if the number of bottles in the large box is different?
- What if the office manager wants to purchase a different type of drink?
Solving the Variations
To solve these variations, we can modify the formula to account for the different prices or number of bottles.
Formula for Different Prices
If the price of each bottle is different, we can use the following formula:
Total Cost = Number of Bottles x Price per Bottle
Formula for Different Number of Bottles
If the number of bottles in the large box is different, we can use the following formula:
Total Cost = Number of Bottles x Price per Bottle
Conclusion
In conclusion, calculating the total cost of assorted drinks is a simple mathematical problem that requires multiplying the number of bottles by the price of each bottle. This problem has real-world applications in the context of AJ's office and can be modified to account for different prices or number of bottles.
Additional Tips
- When calculating the total cost, make sure to use the correct formula and values.
- Consider the real-world application of the problem and how it can be used to make informed decisions.
- Explore variations of the problem to develop problem-solving skills and critical thinking.
Final Answer
Introduction
AJ's office has recently purchased a small vending machine to provide refreshments to its employees. To stock the vending machine, a large box containing 25 bottles of assorted drinks was purchased from a wholesale store. Each bottle of drink has a price of . In this article, we will answer some frequently asked questions (FAQs) related to the total cost of the assorted drinks in the large box.
Q&A
Q1: What is the total cost of the assorted drinks in the large box?
A1: The total cost of the assorted drinks in the large box is .
Q2: How was the total cost calculated?
A2: The total cost was calculated by multiplying the number of bottles (25) by the price of each bottle ().
Q3: What if the price of each bottle is different?
A3: If the price of each bottle is different, we can use the following formula to calculate the total cost:
Total Cost = Number of Bottles x Price per Bottle
Q4: What if the number of bottles in the large box is different?
A4: If the number of bottles in the large box is different, we can use the following formula to calculate the total cost:
Total Cost = Number of Bottles x Price per Bottle
Q5: How can I calculate the total cost of a different type of drink?
A5: To calculate the total cost of a different type of drink, you can use the same formula:
Total Cost = Number of Bottles x Price per Bottle
Q6: What is the real-world application of this problem?
A6: The real-world application of this problem is in the context of AJ's office. The office needs to stock the vending machine with drinks, and the total cost of the assorted drinks will determine the initial investment.
Q7: Can I use this formula to calculate the total cost of other items?
A7: Yes, you can use this formula to calculate the total cost of other items, such as snacks or other types of drinks.
Q8: What if I want to purchase a different type of drink that has a different price?
A8: If you want to purchase a different type of drink that has a different price, you can use the same formula:
Total Cost = Number of Bottles x Price per Bottle
Q9: Can I use this formula to calculate the total cost of a different number of bottles?
A9: Yes, you can use this formula to calculate the total cost of a different number of bottles.
Q10: What is the final answer to this problem?
A10: The final answer to this problem is .
Conclusion
In conclusion, the total cost of the assorted drinks in the large box is . We have answered some frequently asked questions related to this problem, including how to calculate the total cost, what if the price of each bottle is different, and what if the number of bottles in the large box is different. We have also discussed the real-world application of this problem and how it can be used to make informed decisions.
Additional Tips
- When calculating the total cost, make sure to use the correct formula and values.
- Consider the real-world application of the problem and how it can be used to make informed decisions.
- Explore variations of the problem to develop problem-solving skills and critical thinking.
Final Answer
The final answer is .