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University of California - Davis

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I'm working on a probability question and need an explanation to help me learn.

** Textbook: ***Probability and Random Processes, 4th Edition *by Geoffrey R. Grimmett and David R. Stirzaker

- Sections 2.3, 3.1-3.3, 3.5, 4.1

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Homework Assignment #1 – Measures of Central Tendency and Variability

Homework Assignment #1 – Measures of Central Tendency and Variability

Homework Assignment #1 – Measures of Central Tendency and Variability (remember the equations below, for computing Z and the Variance):You will need to take the 7 raw scores from the table below, fill in each space in the table, and answer questions A through F below.You need to make sure that you round everything to the hundredth decimal, as described in the Tegrity modules.You will need to take the 7 raw scores from the table below, fill in each space in the table, and answer questions A through F below.You need to make sure that you round everything to the hundredth decimal, as described in the Tegrity modules. Participant Score Sum of Squares score 1 48 2 86 3 74 4 76 5 60 6 46 7 60 Mean = Median = Mode =Variance ( = Standard Deviation (= What is the estimated percentile for the participant with the highest and lowest z-score above?Lowest % & corresponding z-score = Highest % & corresponding z-score = Participant Score Sum of Squares score 1 14 2 32 3 30 4 29 5 17 6 22 7 15 Mean = Median = Mode =Variance ( = Standard Deviation (= What is the estimated percentile for the participant with the highest and lowest z-score above?Lowest % & corresponding z-score = Highest % & corresponding z-score = Homework Assignment #1 – Measures of Central Tendency and Variability (remember the equations below, for computing Z and the Variance):You will need to take the 7 raw scores from the table below, fill in each space in the table, and answer questions A through F below.You need to make sure that you round everything to the hundredth decimal, as described in the Tegrity modules.You will need to take the 7 raw scores from the table below, fill in each space in the table, and answer questions A through F below.You need to make sure that you round everything to the hundredth decimal, as described in the Tegrity modules. Participant Score Sum of Squares score 1 48 2 86 3 74 4 76 5 60 6 46 7 60 Mean = Median = Mode =Variance ( = Standard Deviation (= What is the estimated percentile for the participant with the highest and lowest z-score above?Lowest % & corresponding z-score = Highest % & corresponding z-score = Participant Score Sum of Squares score 1 14 2 32 3 30 4 29 5 17 6 22 7Homework Assignment #1 – Measures of Central Tendency
and Variability (remember the equations below, for computing Z and the
Variance):1.
You will need to take the 7 raw
scores from the table below, fill in each space in the table, and answer
questions A through F below. You need to
make sure that you round everything to the hundredth decimal, as described in
the Tegrity modules.
Participant
Score
Sum of Squares
score
1
48
2
86
3
74
4
76
5
60
6
46
7
60
A.
Mean = B.
Median = C.
Mode =D.
Variance ( = E.
Standard Deviation (= F.
What is the estimated
percentile for the participant with the highest and lowest z-score above?a.
Lowest % & corresponding z-score = b.
Highest % & corresponding
z-score =
2.
You will need to take the 7 raw
scores from the table below, fill in each space in the table, and answer
questions A through F below. You need to
make sure that you round everything to the hundredth decimal, as described in
the Tegrity modules.
Participant
Score
Sum of Squares
score
1
14
2
32
3
30
4
29
5
17
6
22
7
15
A.
Mean = B.
Median = C.
Mode =D.
Variance ( = E.
Standard Deviation (= F.
What is the estimated
percentile for the participant with the highest and lowest z-score above?a.
Lowest % & corresponding
z-score = b.
Highest % & corresponding
z-score = 15 Mean = Median = Mode =Variance ( = Standard Deviation (= What is the estimated percentile for the participant with the highest and lowest z-score above?Lowest % & corresponding z-score = Highest % & corresponding z-score =

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