The unit of correlation coefficient between height in feet and weight in kgs is
(i) kg/feet
(ii) percentage
(iii) nonexistent
Answer :
As there is nonexistent of correlation between the height in feet and weight in kilograms, so the unit of correlation between the two is zero.
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The range of simple correlation coefficient is
(i) 0 to infinity
(ii) minus one to plus one
(iii) minus infinity to infinity
Answer :
The range of simple correlation coefficient is from () 1 to (+) 1
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If r_{xy} is positive the relation between X and Y is of the type
(i) When Y increases X increases
(ii) When Y decreases X increases
(iii) When Y increases X does not change
Answer :
If r_{xy} = 0 the variable X and Y are
(i) linearly related
(ii) not linearly related
(iii) independent
Answer :
Of the following three measures which can measure any type of relationship
(i) Karl Pearson's coefficient of correlation
(ii) Spearman's rank correlation
(iii) Scatter diagram
Answer :
If precisely measured data are available the simple correlation coefficient is
(i) more accurate than rank correlation coefficient
(ii) less accurate than rank correlation coefficient
(iii) as accurate as the rank correlation coefficient
Answer :
Why is r preferred to covariance as a measure of association?
Answer :
Can r lie outside the 1 and 1 range depending on the type of data?
Answer :
Does correlation imply causation?
Answer :
When is rank correlation more precise than simple correlation coefficient?
Answer :
Does zero correlation mean independence?
Answer :
Can simple correlation coefficient measure any type of relationship?
Answer :
Collect the price of five vegetables from your local market every day for a week. Calculate their correlation coefficients. Interpret the result.
Answer :
Measure the height of your classmates. Ask them the height of their benchmate. Calculate the correlation coefficient of these two variables. Interpret the result.
Answer :
List some variables where accurate measurement is difficult.
Answer :
Interpret the values of r as 1, 1 and 0.
Answer :
Why does rank correlation coefficient differ from Pearsonian correlation coefficient?
Answer :
Calculate the correlation coefficient between the heights of fathers in inches (X) and their sons (Y)
X 
65 
66 

Answer :
Calculate the correlation coefficient between X and Y and comment on their relationship:
X 
3 
2 
Answer :
Calculate the correlation coefficient between X and Y and comment on their relationship
X 
1 
3 
4 
Answer :
Statistics for Economics  Economics : CBSE NCERT Exercise Solutions for Class 11th for Correlation will be available online in PDF book form soon. The solutions are absolutely Free. Soon you will be able to download the solutions.