Question
QUESTION 1 You want to check if the required sample size your accountant used is big enough. Calculate the required sample size for a 99%
QUESTION 1
You want to check if the required sample size your accountant used is big enough. Calculate the required sample size for a 99% confidence level if the standard deviation is 4 and the allowed error is 3? Round to a whole number.
QUESTION 2
Match the questions with answers.Use this sample data for all questions:
Table 2: Time taken in seconds.Sample
290, 340,150,300,200, 100,400,500,600,89,94
|
A.
198.38
B.
0.46
C.
290.00
D.
622.58
E.
278.45
F.
172.06
G.
no mode
H.
100
I.
177.95
J.
400.00
K.
-0.46
L.
794.64
M.
370
N.
300.00
QUESTION 3
The most important measure in any business is a successful purchase of their product. Task success is a discrete measure (0 is fail, 1 is successful purchase). The following table shows a discrete distribution across 100 clients for product purchase. .
Table 4
X (purchase success) | 0 | 1 | 2 | 3 |
P(probability purchase) | 0.1 | 0.3 | 0.2 | 0.4 |
|
A. | 10/79 |
B. | 12.64 |
C. | 3.56 |
D. | 0.01 |
E. | 1.04 |
F. | Cannot calculate without more information |
G. | 15.80 |
H. | 1.90 |
I. | 0.0625 |
J. | 0.1101 |
K. | 2 |
L. | 1.09 |
M. | 4.620 |
N. | 1.0 |
O. | 0.91 |
QUESTION 4
You find the probability of clients ordering your new web social media app follows a normal distribution. If your sample is 64, the mean is 70, and the standard deviation is 20, what is the probability of morethan 73 ordering your app ?
QUESTION 5
You find the probability of clients ordering your new web social media app follows a normal distribution. If the order mean is 70 and the standard deviation is 20, what is the probability less than 64 customers will order your new app?
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