The histogram shows how many jogging runs Maria made for each interval of miles.

Question

Which statement about the histogram is true?

 

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(1 point)
Responses

At least 15 of Maria's runs were more than four miles each.
At least 15 of Maria's runs were more than four miles each.

The majority of Maria's runs were between five and six miles.
The majority of Maria's runs were between five and six miles.

The majority of Maria's runs were short, two-mile runs.
The majority of Maria's runs were short, two-mile runs.

More than half of Maria's runs were less than fiv

Answer 1

To accurately evaluate the statements about the histogram, I'd need to see the histogram itself or its data. However, I can help you evaluate which type of statements might be true based on general characteristics of histograms.

1. At least 15 of Maria's runs were more than four miles each - This statement could be true if the bars representing runs over four miles in the histogram show a total of at least 15 runs.

2. The majority of Maria's runs were between five and six miles - This is true if the tallest bar in the histogram corresponds to the five to six miles interval and displays the highest count compared to other intervals.

3. The majority of Maria's runs were short, two-mile runs - This would be true if the two-mile interval has the highest count compared to other intervals.

4. More than half of Maria's runs were less than five miles - This statement would be true if the combined height of the bars representing runs less than five miles exceeds 50% of the total runs.

If you can provide some specific counts or intervals from the histogram, I can help you analyze the statements further. Alternatively, you could use the features in your question to check against the actual histogram data.