2)A group of 4 friends bowl together and each friend keeps track of his all-time highest score. The game's score for Jack, Ryan, Jim, Adams on the first game is 180, x ,230, 270 respectively. On the second game everyone scored the same as first game except Adams who got 285, i.e. second game score (180, x ,230, 285). Note: x= unknown value (we do know the exact value but is the same for both games) How will increasing Adam high score affect the Mean and Median. Choose all that applies and explain why for full credit a) Both Mean and Median will increase b) The median will increase, and Mean will stay the same c) The Mean will increase, and Median will stay the same d) The Mean will increase, and Median will decrease.
2)A group of 4 friends bowl together and each friend keeps track of his all-time highest score. The game's score for Jack, Ryan, Jim, Adams on the first game is 180, x ,230, 270 respectively. On the second game everyone scored the same as first game except Adams who got 285, i.e. second game score (180, x ,230, 285). Note: x= unknown value (we do know the exact value but is the same for both games) How will increasing Adam high score affect the Mean and Median. Choose all that applies and explain why for full credit a) Both Mean and Median will increase b) The median will increase, and Mean will stay the same c) The Mean will increase, and Median will stay the same d) The Mean will increase, and Median will decrease.
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 28PPS
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Transcribed Image Text:2)A group of 4 friends bowl together and each friend keeps track of his all-time highest score.
The game's score for Jack, Ryan, Jim, Adams on the first game is 180, x ,230, 270 respectively.
On the second game everyone scored the same as first game except Adams
who got 285, i.e. second game score (180, x ,230, 285).
Note: x= unknown value (we do know the exact value but is the same for both games)
How will increasing Adam high score affect the Mean and Median. Choose all that applies and
explain why for full credit
a) Both Mean and Median will increase
b) The median will increase, and Mean will stay the same
c) The Mean will increase, and Median will stay the same
d) The Mean will increase, and Median will decrease.
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