It looks like you've uploaded a homework sheet titled "Box & Whisker Homework," which includes two problems based on box-and-whisker plots. However, I currently can't view images or access files directly. To help you solve the problems, please provide the following:
1.
The data or description of the first box-and-whisker plot (for the test scores).
2.
The data or description of the second box-and-whisker plot (for the homework time).
Alternatively, if you can describe the five-number summary (minimum, first quartile Q1, median, third quartile Q3, maximum) for each plot, I can walk you through solving all the questions step by step.
For now, here’s how to approach each type of question:
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Part 1: Test Scores (Question 1–5)
Assuming you have a box-and-whisker plot showing test scores:
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Q1: What was the high score? → Look at the
maximum value.
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Q2: What percent of the class scored above 72? → Find where 72 falls in the plot. If 72 is the
median, then 50% scored above it.
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Q3: What was the median score? → The
middle line in the box.
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Q4: What percent scored below 88.5? → Find if 88.5 is Q3. If so, 75% scored below it.
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Q5: Was the test hard? → Compare the median and spread. If median is low, maybe yes.
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Q6: Is mean above or below median? → If skewed right (long tail), mean > median; if skewed left, mean < median.
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Part 2: Homework Time (Questions 7–9)
Assuming a box plot for “Average Minutes Per Night Spent on Homework”:
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Q7: % who spent more than 60 minutes → If 60 is the
maximum, then 0%. If it's
Q3, then 25% spent more.
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Q8: Time that 50% spent less than → That’s the
median.
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Q9: % who spent less than 20 minutes → If 20 is
Q1, then 25% spent less.
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Please reply with the actual values from the box plots (or the image details), and I’ll give you full solutions with explanations!
Parent Tip: Review the logic above to help your child master the concept of box and whisker plot worksheet with answers.
