In: Math
QUESTion 6
The association between the variables "golf score" and "golf skill"
would be
a. |
POSITIVE |
|
b. |
NEGATIVE |
|
c. |
NEITHER |
QUESTION 7
If the correlation coefficient for a lnear regression is 0.987.
there is sufficient evidence that a linear relationship exists
between the x and y data
a. |
TRUE |
|
b. |
FALSE |
QUESTION 8
If the correlation coefficient for a lnear regression is -0.932.
there is sufficient evidence that a linear relationship exists
between the x and y data
a. |
TRUE |
|
b. |
FALSE |
QUESTION 9
A data point that lies statistically far from the regression line
is a potential
a. |
response variable |
|
b. |
predictor variable |
|
c. |
extrapolated variable |
|
d. |
outlier |
QUESTION 10
a. |
response variable |
|
b. |
the predictor variable |
|
c. |
the extrapolted variable |
|
d. |
an outlier |
QUESTION 11
If the correlation coefficient for a linear regression is 1.00.
there is solid proof that a true cause-effect relationship exists
between the x and y data
a. |
TRUE |
|
b. |
FALSE |
QUESTION 12
a. |
The x and y variables appear to be mostly unrelated |
|
b. |
The x and y variables appear to have a strong relationship |
|
c. |
The x and y variables appear to have no meaningful linear relationship but may be related by some nonlinear function |
|
d. |
The x and y variables have a strong linear relationship |
6.
The association between the variables "golf score" and "golf skill"
would be a. POSITIVE
because a increase in golf skill will increase golf score.
7.
If the correlation coefficient for a lnear regression is 0.987,
there is very strong positive association as it is close to 1
a. TRUE
8.
If the correlation coefficient for a lnear regression is -0.932,
there is very strong negative association as it is close to
-1
a. TRUE
9.
A data point that lies statistically far from the regression line
is a potential d.outlier
10.
In linear regression, the dependent variable is called the a.
response variable
11.
If the correlation coefficient for a linear regression is 1.00, it
denotes there is solid proof that a true association relationship
exists between the x and y data
Correlation does not imply causation. Thus, it cannot be determined
that there is a true cause-effect relationship exists between the x
and y data
b. FALSE
12.
A correlation coefficient of 0.003 (close to 0) suggest that there
is no linear association between x and y.
c. The x and y variables appear to have no meaningful linear
relationship but may be related by some nonlinear function