Quantitative Methods For Economic Analysis II Set 5
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This set of Quantitative Methods for Economic Analysis 2 Multiple Choice Questions & Answers (MCQs) focuses on Quantitative Methods For Economic Analysis II Set 5
Q1 | If b1 and b2 are the regression coefficient of Y on X and that of X on Y respectivelyand r is the correlation coefficient between X and Y then:
- 0
- 0
- 0
- ℎ
Q2 | The correlation coefficient between X and Y will have positive sign when
- x is increasing, y is decreasing
- both x and y are increasing
- x is decreasing, y is increasing
- there is no change in x and y
Q3 | The correlation coefficient between X and Y is 0.6. Their covariance is 4.8 and thevariance of X is 4. Then the variance of Y is:
- 2
- 9
- 4
- 16
Q4 | The value of the correlation coefficient lies between:
- 0 and 1
- -1 and +1
- -30 and +3
- none of these
Q5 | If one of the regression coefficients is greater than 1, then the other must be:
- greater than 1
- equal to 1
- less than 1
- zero
Q6 | The coefficient of correlation:
- always positive
- always negative
- cannot be negative
- can be both positive and negative
Q7 | Relation between two variables is determined by
- dispersion
- mean
- correlation
- regression
Q8 | Maximum value of correlation is
- 2
- 1.5
- 1
Q9 | Minimum value of correlation is
- -2
- -1.5
- -1
Q10 | Coefficient of correlation measure
- direction of the relation
- degree of the relation
- both (a) and (b)
- none of the above
Q11 | Range of the coefficient of correlation is
- ±2
- ±1
- ±0.5
- ±0.25
Q12 | As the value of X increases, if Y also increases, then coefficient of correlation willbe
- positive
- negative
- zero
- none of the above
Q13 | As the value of X increases, if value of Y decreases, then coefficient of correlationwill be
- positive
- negative
- zero
- none of the above
Q14 | In case coefficient of correlation is positive, the curve representing the relation willbe
- upward sloping
- downward sloping
- vertical
- horizontal
Q15 | Vertical curve represent the value of correlation coefficient to be
- positive
- negative
- zero
- all of the above
Q16 | Horizontal curve represents the value of coefficient of correlation to be
- positive
- negative
- zero
- all of the above
Q17 | In case, coefficient of correlation is negative, the curve representing the relation willbe
- upward sloping
- downward sloping
- vertical
- horizontal
Q18 | In case of simple correlation, the number of variables involved are
- 1
- 2
- 3
- 4
Q19 | In case of multiple correlation, the number of variables involved are greater than
- 1
- 2
- 3
- 4
Q20 | Scatter diagram is
- mathematical method of finding out correlation
- positional method of finding out correlation
- graphic method of finding out correlation
- none of the above
Q21 | When variations in the values of two variables have a constant ratio, there will be
- linear correlation
- zero correlation
- non-linear correlation
- none of the above
Q22 | Graph of variables having linear relation will be
- curved
- hyperbola
- straight line
- none of the above
Q23 | Graph of variables having non-linear relation will be
- curved
- hyperbola
- straight line
- none of the above
Q24 | Karl Pearson’s coefficient of correlation method of measuring correlation is
- graphic
- mathematical
- positional
- none of the above