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Describing Distributions ch 1 and 2 Flashcards | StudBud
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Describing Distributions ch 1 and 2
Describing Distributions ch 1 and 2
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describing location in a distribution
Flashcards
15 cards
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Practice quiz
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Questions
15
Answers
1
Compute the standardized scores for each player. Which player had the most outstanding year?
Babe Ruth (z=3.44)
Babe Ruth (z=5.44)
Barry Bonds (z=3.91)
Mark McGuire (z = 5.54)
2
Line A represents the _________________ .
mode
mean
median
range
3
Line C represents the _____________ (balance point).
range
Median
Mode
Mean
4
The quiz has a mean of 84% & standard deviation of 3.45%. Suppose I add 5 points to each score:
The mean is now 88%
The mean and std. dev. increase by 5% points
The standard deviation stays at 3.45%
The mean stays at 84%
5
Line C is the mean, or the point of balance on the density curve.
True
False
6
The median temperature over a 30 day period is 8.5
o
C. What is the median in
o
F? Conversion formula:
o
F=(9/5)
o
C+32
47.3o
15.3o
40.5o
47.17o
7
Estimate and interpret the first quartile of the distribution.
the 75th percentile: income less than or equal to $45000
the 25th percentile: income less than or equal to $45000
the 25th percentile: income less than or equal to $60000
the 50th percentile: income less than or equal to $40000
8
Identify a measure of spread:
Mean
Mode
Standard Deviation
5-Number Summary
9
The standard devation of temperature over a 30 day period is 2.27
o
C. What is S
x
in
o
F?
o
F=(9/5)
o
C+32
4.09o
2.27o
36.09o
5.21o
10
Line A is the median, or where the density curve is the equal-area point.
False
True
11
Find the percentile for the Colorado Rockies, who won 92 games. n = 30
17th percentile
50th percentile
83rd percentile
65th percentile
12
Your AP Statistics test is scheduled for high noon on ____________________.
Thursday May 9th
Friday May 10th
Tuesday May 7th
I'm not taking it.
13
Line B represents the ______________ (equal areas point).
Mode
range
Mean
Median
14
Which of the following is a measure of center?
Median
All Are Correct
Mean
Mode
15
This distribution is skewed left.
True
False