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Aura193 Aura193
wrote...
Posts: 347
Rep: 0 0
6 years ago
If the standard error of the sampling distribution of the sample proportion is 0.0229 for samples of size 400, then the population proportion must be either:
 
  A) 0.4 or 0.6
  B) 0.5 or 0.5
  C) 0.2 or 0.8
  D) 0.3 or 0.7

Q. 2

With probability 0.20, the number of successes is greater than how many?
 
  What will be an ideal response?

Q. 3

It is known that for the normal distribution, the population kurtosis is 3.0.
 
  Indicate whether the statement is true or false

Q. 4

The autoregressive equation is:
 
  A) Sales = 104 + 0.231 Saleslag 1 - 0.439 Saleslag 2 + 0.397 Saleslag 3
  B) Sales = 0.397 + 0.231 Saleslag 1 - 0.439 Saleslag 2 + 104 Saleslag 3
  C) Sales = 104 + 0.439 Saleslag 1 - 0.231 Saleslag 2 + 0.397 Saleslag 3
  D) Sales = 0.397 + 0.439 Saleslag 1- 0.231 Saleslag 2 + 104 Saleslag 3

Q. 5

What is the approximate point estimate of the final exam score for a student who has studied for 5.45 hours?
 
  A) 81
  B) 92
  C) 85
  D) 89

Q. 6

Does the data provide enough evidence to conclude that, at the 1 significance level, the final mark and the mid-term test mark show a positive linear relationship?
 
  What will be an ideal response?
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3 Replies

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Replies
wrote...
6 years ago
Ans. #1

D

Ans. #2

P(X > a  n = 1800, P = 0.40 )  P(X > a   = 720,  = 20.785 ) = 0.20
 PZ > (a  720 ) / 20.875 = 0.20
 (a  720 ) / 20.875 = 0.84
 a = 737.54 or 734

Ans. #3

TRUE

Ans. #4

C

Ans. #5

D

Ans. #6

H0 : 3 = 0 against H1 : 3 > 0
Test statistic: t = 4.846
Reject H0 if t > t0.01, 46. Since t0.01, 46 = 2.410 we reject H0. The data provide enough evidence to conclude that, at the 1 significance level, the final mark and the mid-term test mark show a positive linear relationship.
Aura193 Author
wrote...
6 years ago
I can see it now, thanks for clarifying with correct answers
wrote...
6 years ago
Make sure to mark the topic solved
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