61). The sum of deviation taken from Arithmetic mean is
|
62). The arithmetic mean of 21, 30, 33, 64 is
| A). 35 |
| B). 28 |
| C). 37 |
| D). 42 |
|
63). In a symmetrical distribution
| A). Mean > Median > Mode |
| B). Mean < Median < Mode |
| C). Mean = Median = Mode |
| D). Mean > Median < Mode |
|
64). The median of the first 42 natural numbers is
| A). 21 |
| B). 21.25 |
| C). 21.5 |
| D). 22 |
|
65). The mean and mode of the following set of values are
66, 65, 61, 65, 66 60, 65
| A). 62 and 63 |
| B). 63 and 64 |
| C). 64 and 65 |
| D). 62 and 65 |
|
66). Which two series of the following 3 series have the same mean
Series 1: 10 10 12 10 9 5 7
Series 2:. 8 5 9 10 12 10 10
Series 3: 9 5 12 9 12 6 10
| A). series 1 and series 2 |
| B). series 1 and series 3 |
| C). series 2 and series 3 |
| D). none of these |
|
67). The mode of the following data is 2, 3, 5, 3, 7, 3, 5, 2, 7, 3
|
68). The prices of share during the seven days in a week are as
follows:
Price (in Rs.): 102 96 98 101 104 103 100
The Median value is
| A). 104 |
| B). 102 |
| C). 101 |
| D). 100 |
|
69). The range of the given 'n' values is
| A). \( \Large \frac{1}{2} \) standard deviation |
| B). Maximum value-Mimmum value |
| C). Standard deviatlon/mean |
| D). None of these |
|
70). Variance is
| A). always negative |
| B). may be positive or negative |
| C). always positive |
| D). none of these |
|
