Statistical Case Study 3 “Send Cash”

Sheet1

Case 3: Send Money Notes Stats Case #3 “Send Cash”

Updated: Summer 2020 MMG525DL01

p=Probaility of an event

Testing p in 70% of college students (p=.70) get money from parents.

Note:Use the sampling method described in Sharpe, (Chapters 8-9) or devise your own random sampling method

Exploring the Binomial Distribution (See Sharpe, Chapters 5-6 Randomness and Probability). Notes

The first line is done for you as a demonstration-you can remove it after viewing if you like. See Notes–>

MMG525OL01 p. 260 Don’t Forget the Conclusion G28

X=total # of successes Running total # of Running total # of Estimate of p

in 5 trials successes Sampled

Observation Numbers Success/Sample

Sample

Number 1 2 3 4 5

1 F F S S S 3 3 5 0.60

2

3

4

5

6

7

8

9

10 Computed Result for p, ten trials 0.6 <--insert Average Theoretical p 0.7 70% get $ from Parents Difference? 0.1 <--insert difference Your Conclusion Here--> Conclusion? Was the p-value you got close to that of the text .70?

If it was close, then was your sampling method

adequate? If not, why not? If a random sample (yours) replicates ????? <--Write your conclusion here the reported value (70% of college students get money from parents) or p=.70 how important is the number of samples? What do you think happens as the number of samples rises? Sheet2 Sheet3

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