High School

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Denise is mailing a package that weighs 2 ounces. Which is closest to its weight in grams?

A. 20 grams
B. 30 grams
C. 60 grams
D. 200 grams

Answer :

To find the closest weight of Denise's package in grams, we begin by converting the weight from ounces to grams.

1. We know that 1 ounce is approximately equal to 28.3495 grams.

2. Denise's package weighs 2 ounces.

3. To convert 2 ounces to grams, we multiply the number of ounces by the number of grams per ounce:
[tex]\(2 \text{ ounces} \times 28.3495 \text{ grams per ounce} = 56.699 \text{ grams}\)[/tex].

4. Now, we compare this calculated weight in grams (56.699 grams) with the options provided:

- Option A: 20 grams
- Option B: 30 grams
- Option C: 60 grams
- Option D: 200 grams

5. The closest weight to 56.699 grams is 60 grams.

Therefore, the closest weight in grams for Denise's package is Option C: 60 grams.

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