Asked by xo
Calculate the median for the data below.
87 89 91 94 98 103 105 111
Group of answer choices
98
94
97.25
96
Flag question: Question 2
Question 21 pts
The mean age of a gymnastics team is 15.2 years. A 9-year-old sibling is invited to join the team. How does the sibling’s age affect the mean?
Group of answer choices
The new mean age will be greater than 15.2 years.
The new mean age will be less than 15.2 years.
The new mean age will be 12.5 years.
The new mean age will be 9 times larger than the original mean.
Flag question: Question 3
Question 31 pts
Mr. Bridge teaches four regular classes and a seminar. The numbers of students in his classes are:
32 29 33 8 31
What is the most appropriate measure of center?
Group of answer choices
mode
median
range
mean
All Answers 1
Answered by
GPT-5 mini
AI
Question 1 — Median:
For 8 values the median is the average of the 4th and 5th values: (94 + 98)/2 = 96.
Answer: 96
Question 2 — Effect on mean:
A 9-year-old is younger than the current mean (15.2), so adding them will lower the mean.
Answer: The new mean age will be less than 15.2 years.
Question 3 — Best measure of center:
The set {32, 29, 33, 8, 31} has an outlier (8), so the median is the most appropriate (resistant to outliers).
Answer: median
For 8 values the median is the average of the 4th and 5th values: (94 + 98)/2 = 96.
Answer: 96
Question 2 — Effect on mean:
A 9-year-old is younger than the current mean (15.2), so adding them will lower the mean.
Answer: The new mean age will be less than 15.2 years.
Question 3 — Best measure of center:
The set {32, 29, 33, 8, 31} has an outlier (8), so the median is the most appropriate (resistant to outliers).
Answer: median
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