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Statistics IDSS11212 (202400-4788)

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The pairs represent the values of random variables  and corresponding to  observations.

We are looking for the SLR Model  which explains the linear correlation between these two variables.

Given values , the value of  is (find the closest answer):

0%
0%
0%
0%
100%
View this question

The pairs represent the values of random variables  and corresponding to  observations.

We are looking for the SLR Model  which explains the linear correlation between these two variables.

Given values , the expected value of , for , is (find the closest answer):

0%
0%
0%
0%
0%
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The following table represents the values of random variables  and .

x18161413107542
y30231934181715106
We are looking for the SLR Model which explains the linear correlation between these two variables.

The "Goodness of Fit"  of the above SLR Model is (find the closest answer):

0%
0%
0%
0%
0%
View this question

The following table represents the values of random variables  and .

x16176810121434
y12319161817152923
We are looking for the SLR Model which explains the linear correlation between these two variables.

The "Goodness of Fit"  of the above SLR Model is (find the closest answer):

0%
100%
0%
0%
0%
View this question

The following table represents the values of random variables  and .

x61614121081942
y253329263527372218
Image failed to load

We are looking for the SLR Model which explains the linear correlation between these two variables.

According to the above model, the expected value of , for , is (find the closest answer):

100%
0%
0%
0%
0%
View this question

The following table represents the values of random variables  and .

x18161413107542
y30231934181715106
We are looking for the SLR Model which explains the linear correlation between these two variables.

The value of  is (find the closest answer):

0%
0%
0%
0%
100%
View this question

A new product has been designed to suit taste of π= 0.65 of the customers. The manager believes it is lower 

than

expected. The belief of the manager has been tested on a sample

of customers of

size n = 80. In this test sample, 48

 customers were satisfied with the new

product. 

Taken Significance

Level of

0.20, the Rejection Region for H0  (π= π0) is (find the closest answer):    

0%
100%
0%
0%
0%
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A supplier of metallic

wires has sold you a batch, where the average breaking point is guaranteed to be

μ= 70kg with standard deviation of σ = 5kg

. The quality

control believes that the breaking point is

higher

 than specified.

In a sample of size

n = 115, the average breaking point was top enclose X = 70.5kg.

Taken Significance Level of 0.20, the Acceptance Region

for H

0  

=

μ

0) is (find the closest answer):

0%
0%
100%
0%
0%
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A new product has been designed to suit taste of π= 0.55 of the customers. The manager believes it is higher 

than

expected. The belief of the manager has been tested on a sample

of customers of

size n = 140. In this test sample, 83

customers were satisfied with the new

product. 

The lowest Significance Level among offered, with

which H

0 (π= π0) could be rejected, is:

0%
0%
100%
0%
0%
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The proportion of voters

supporting political party

A

in

previous elections was

π= 0.80

. To test whether this proportion

will remain in the actual elections, an election poll of

size n = 1400

 has

been organized.

1150

participants of this poll have supported the political

party

A

The p-value of the test statistic is (find the closest answer):    

0%
100%
0%
0%
0%
View this question

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