Assignment 3 Given: Data sets shown to the right Find: Location of 140 Balls Dropping a) Plot the three distributions Angle of Board (degree) Tickets 550 650 750 Determine the average number of tickets payed out per ball for the different distributions along with the standard deviation 12 12 10 2. 3 10 16 16 17 Determine if there is a statistically significant difference between the average for the 550 and 650 10 18 24 41 10 20 25 45 17 19 20 distribution? 3 13 13 Is there a correlation between the 2 10 9. 3. (F angle of board and average ticket 12
Assignment 3 Given: Data sets shown to the right Find: Location of 140 Balls Dropping a) Plot the three distributions Angle of Board (degree) Tickets 550 650 750 Determine the average number of tickets payed out per ball for the different distributions along with the standard deviation 12 12 10 2. 3 10 16 16 17 Determine if there is a statistically significant difference between the average for the 550 and 650 10 18 24 41 10 20 25 45 17 19 20 distribution? 3 13 13 Is there a correlation between the 2 10 9. 3. (F angle of board and average ticket 12
MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Question

Transcribed Image Text:Assignment 3
Given: Data sets shown to the right
Find:
Location of 140 Balls Dropping
a)
Plot the three distributions
Angle of Board (degree)
Tickets
550
650
750
Determine the average number of
tickets payed out per ball for the
different distributions along with the
standard deviation
b)
12
12
10
2
10
16
16
17
Determine if there is a statistically
significant difference between the
average for the 550 and 65o
10
18
24
41
10
20
25
45
17
19
20
distribution?
3
13
13
5
Is there a correlation between the
10
3
d)
angle of board and average ticket
payout?
12
8.
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