Kevin used a scale to weigh rocks at science camp. The first rock weighed 96.48 grams, the second rock weighed 35.482 grams, the third rock weighed 8.3 grams, the fourth rock weighed 98.26 grams, and the fifth rock weighed 374.2 grams. What was the combined weight of the rocks?
To find the combined weight of the rocks, you need to add up the weights of each individual rock.
96.48 + 35.482 + 8.3 + 98.26 + 374.2 = 612.722 grams
Therefore, the combined weight of the rocks is 612.722 grams.
To find the combined weight of the rocks, you need to add up the weights of each rock.
Step 1: Add the weights of the rocks together:
96.48 grams + 35.482 grams + 8.3 grams + 98.26 grams + 374.2 grams
Step 2: Perform the addition:
96.48 + 35.482 + 8.3 + 98.26 + 374.2 = 612.422
Therefore, the combined weight of the rocks is 612.422 grams.
To find the combined weight of the rocks, you need to add up the weights of each rock.
First, let's list the weights of the rocks:
- Rock 1: 96.48 grams
- Rock 2: 35.482 grams
- Rock 3: 8.3 grams
- Rock 4: 98.26 grams
- Rock 5: 374.2 grams
To find the combined weight, simply add up all these weights:
96.48 + 35.482 + 8.3 + 98.26 + 374.2 = 612.722 grams
Therefore, the combined weight of the rocks is 612.722 grams.