Business Statistics
41. The measures used to calculate the variation present among the observations relative to their average is called:
- Coefficient of kurtosis
- Absolute measures of dispersion
- Quartile deviation
- Relative measures of dispersion
Relative measures of dispersion
42. If there are many extreme scores on all examination, the dispersion is:
- Large
- Small
- Normal
- Symmetric
Large
43. In quality control of manufactured items, the most common measure of dispersion is:
- Range
- Average deviation
- Standard deviation
- Quartile deviation
Range
44. If Y = aX ± b, where a and b are any two numbers and a ∦ 0, then the range of Y values will be:
- Range(X)
- a range(X) + b
- a range(X) - b
- ∣a∣ range(X)
∣a∣ range(X)
45. Which measure of dispersion can be computed in case of open-end classes?
- Standard deviation
- Range
- Quartile deviation
- Coefficient of variation
Quartile deviation
46. If Y = aX ± b, where a and b are any two numbers but a ∦ 0, then M.D(Y) is equal to:
- M.D(X)
- M.D(X) ± b
- ∣a∣ M.D(X)
- M.D(Y) + M.D(X)
∣a∣ M.D(X)
47. If the dispersion is small, the standard deviation is:
- Large
- Zero
- Small
- Negative
Small
48. The standard deviation one distribution dividedly the mean of the distribution and expressing in percentage is called:
- Coefficient of Standard deviation
- Coefficient of skewness
- Coefficient of quartile deviation
- Coefficient of variation
Coefficient of variation
49. If Y = aX + b, where a and b are any two numbers but a ∦ 0, then S.D(Y) is equal to:
- S.D(X)
- a S.D(X)
- ∣a∣ S.D(X)
- a S.D(X) + b
∣a∣ S.D(X)
50. Standard deviation is always calculated from:
- Mean
- Median
- Mode
- Lower quartile
Mean