Question
The histogram shows how many jogging runs Maria made for each interval of miles. Which statement about the histogram is true? NOTE: In the bottom right corner of each question, you will see an option to check answer. Click this to check your answer before moving on to the next question. It will not tell you the correct answer, but it will tell you if the answer you selected is correct. You can use this feature once per question. (1 point) Responses The majority of Maria's runs were between five and six miles. The majority of Maria's runs were between five and six miles. 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. More than half of Maria's runs were less than five miles each. More than half of Maria's runs were less than five miles each. The majority of Maria's runs were short, two-mile runs.
Answers
GPT-4o mini
To determine which statement about the histogram is true, you'll need to evaluate the data presented in the histogram. Since I cannot see the histogram, I will help you analyze the statements based on common interpretations of such histograms. Here’s how you might assess each statement:
1. **The majority of Maria's runs were between five and six miles.**
- Check the height of the bar corresponding to the 5-6 miles interval. If it's the tallest among all intervals, this statement may be true.
2. **At least 15 of Maria's runs were more than four miles each.**
- Sum the frequencies of the bars representing the intervals greater than four miles. If this total is at least 15, this statement is true.
3. **More than half of Maria's runs were less than five miles each.**
- Calculate the total number of runs (sum of all bars) and find out how many runs were in the intervals less than five miles. If they constitute more than half of the total, this statement is true.
4. **The majority of Maria's runs were short, two-mile runs.**
- Check if the bar for the 1-2 miles or 2-3 miles interval is the tallest. If that bar is shorter than the one for 5-6 miles, this statement may be false.
To select the correct answer, analyze which of these statements fits the data shown in the histogram. Once you make your choice based on your analysis, use the "check answer" feature to verify your selection.
1. **The majority of Maria's runs were between five and six miles.**
- Check the height of the bar corresponding to the 5-6 miles interval. If it's the tallest among all intervals, this statement may be true.
2. **At least 15 of Maria's runs were more than four miles each.**
- Sum the frequencies of the bars representing the intervals greater than four miles. If this total is at least 15, this statement is true.
3. **More than half of Maria's runs were less than five miles each.**
- Calculate the total number of runs (sum of all bars) and find out how many runs were in the intervals less than five miles. If they constitute more than half of the total, this statement is true.
4. **The majority of Maria's runs were short, two-mile runs.**
- Check if the bar for the 1-2 miles or 2-3 miles interval is the tallest. If that bar is shorter than the one for 5-6 miles, this statement may be false.
To select the correct answer, analyze which of these statements fits the data shown in the histogram. Once you make your choice based on your analysis, use the "check answer" feature to verify your selection.