To determine which statement about Norberto's scores is true, let's first calculate the average score:
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Add the scores together: \( 88 + 76 + 93 + 85 + 98 = 440 \)
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Divide the total by the number of tests (5): \( \frac{440}{5} = 88 \)
Now, we can evaluate various statements that might be made about these scores:
- Norberto's average score is 88.
- His highest score was 98.
- His lowest score was 76.
- He scored above 90 on three tests.
Among these, the statement that can be conclusively labeled as true based on the calculations would include the average and highest/lowest score details. However, the third one, indicating how many tests had scores above 90, would need checking.
- There are two scores above 90: 93 and 98.
If you have specific statements you're considering, please list them and I’d be happy to help you identify which is true!