Rounding to the Nearest Tenth of a Cent

Oct 13, 2025 by orovajewels.com 4 views

Understanding the Problem

In this problem, we are given the total cost of a three-pack of facial tissues, which is $2.98. We need to find the unit price per pack, rounded to the nearest tenth of a cent. This requires us to divide the total cost by the number of packs and then round the result to the nearest tenth of a cent.

Step 1: Divide the Total Cost by the Number of Packs

To find the unit price per pack, we need to divide the total cost of $2.98 by the number of packs, which is 3.

Unit Price = Total Cost / Number of Packs
Unit Price = $2.98 / 3

Performing the Division

Now, let's perform the division to find the unit price per pack.

Unit Price = $0.993333...

Rounding to the Nearest Tenth of a Cent

The result of the division is a decimal value. However, we need to round it to the nearest tenth of a cent. To do this, we look at the hundredth place, which is 3 in this case. Since 3 is greater than or equal to 5, we round up the tenth place.

Unit Price ≈ $0.993

Conclusion

Therefore, the unit price per pack, rounded to the nearest tenth of a cent, is $0.993.

Answer

The correct answer is:

D. $0.993 per pack

Discussion

This problem requires us to apply basic math concepts, such as division and rounding, to find the unit price per pack. It is a real-world example of how math is used in everyday life, and it helps us develop problem-solving skills and critical thinking.

Real-World Applications

Calculating unit prices is an essential skill in many real-world scenarios, such as:

Shopping: When comparing prices of different products, it's essential to calculate the unit price to make informed decisions.
Business: Companies need to calculate unit prices to determine their profit margins and make pricing decisions.
Finance: Understanding unit prices is crucial in finance, as it helps investors and analysts make informed decisions about investments and financial products.

Tips and Variations

To make this problem more challenging, you can add a discount or a promotion to the total cost and ask the student to calculate the unit price after the discount.
You can also ask the student to calculate the unit price for a different number of packs or a different total cost.
To make this problem more engaging, you can use real-world examples, such as calculating the unit price of a pack of gum or a box of cereal.
Calculating Unit Price: A Real-World Math Problem =====================================================

Q&A: Calculating Unit Price

Q: What is the unit price per pack, rounded to the nearest tenth of a cent, if a three-pack of facial tissues costs $2.98?

A: The unit price per pack, rounded to the nearest tenth of a cent, is $0.993.

Q: How do I calculate the unit price per pack?

A: To calculate the unit price per pack, you need to divide the total cost by the number of packs. In this case, the total cost is $2.98 and the number of packs is 3.

Q: What if the total cost is not a multiple of the number of packs?

A: If the total cost is not a multiple of the number of packs, you will get a decimal value. To find the unit price, you need to round the decimal value to the nearest tenth of a cent.

Q: How do I round a decimal value to the nearest tenth of a cent?

A: To round a decimal value to the nearest tenth of a cent, you need to look at the hundredth place. If the hundredth place is 5 or greater, you round up the tenth place. If the hundredth place is less than 5, you round down the tenth place.

Q: What are some real-world applications of calculating unit prices?

A: Calculating unit prices is an essential skill in many real-world scenarios, such as:

Shopping: When comparing prices of different products, it's essential to calculate the unit price to make informed decisions.
Business: Companies need to calculate unit prices to determine their profit margins and make pricing decisions.
Finance: Understanding unit prices is crucial in finance, as it helps investors and analysts make informed decisions about investments and financial products.

Q: How can I make calculating unit prices more challenging?

A: You can make calculating unit prices more challenging by adding a discount or a promotion to the total cost and asking the student to calculate the unit price after the discount. You can also ask the student to calculate the unit price for a different number of packs or a different total cost.

Q: What are some tips for calculating unit prices?

A: Here are some tips for calculating unit prices:

Make sure to divide the total cost by the number of packs.
Round the decimal value to the nearest tenth of a cent.
Use real-world examples to make the problem more engaging.
Practice calculating unit prices with different numbers of packs and total costs.

Conclusion

Calculating unit prices is an essential skill in many real-world scenarios. By understanding how to calculate unit prices, you can make informed decisions about investments, financial products, and shopping. Remember to divide the total cost by the number of packs, round the decimal value to the nearest tenth of a cent, and use real-world examples to make the problem more engaging.