1 |
If x̅ = 10 and Y = 5 +2x, then Y̅ is. |
5
10
25
15
|
2 |
The mode of letters in the word STATISTICS is: |
S
T
I
S & T
|
3 |
The sum of squared deviation is minimum, when deviation are taken form |
Mean
Median
Mode
None of these
|
4 |
The mean of a constant 'a' is |
0
a/2
a<sup>2</sup>
None of these
|
5 |
The mean of a constant 'a' is. |
0
a/2
a<sup>2</sup>
P<sub>75</sub>
|
6 |
Q2 = Median |
P<sub>2</sub>
P<sub>20</sub>
P<sub>50</sub>
P<sub>75</sub>
|
7 |
In symmetrical distribution mean, median & mode are always. |
zero
negative
Different
Equal
|
8 |
The sum of the deviation form mean of a set of an value is |
least
0
positive
None of these
|
9 |
For an open and distribution, without assuming certain limits it is not possible to find: |
A.M
G.M
Median
Boat A and B
|
10 |
For moderately positively skewed distribution the following relation hold |
Mean > median > mode
Mean=median=mode
Mean < median< mode
None of these
|
11 |
50th percentile is also called as |
Mean
Mode
Average
Median
|
12 |
The median divides the data into------------ equal parts |
One
Two
Three
Four
|
13 |
The most frequent value of the data is called |
Median
Mode
Mean
H.M
|
14 |
The mid value of the arrayed data is called |
Median
Mode
Mean
Geometric mean
|
15 |
The sum of square of deviations of the observations from their mean is |
Minimum
Maximum
Zero
None of these
|
16 |
Sample mean is an |
Estimated statistic
Updating statistic
Biased statistic
Unbiased statistic
|
17 |
The estimate of population means is represented by |
μ
<span style="color: rgb(0, 0, 0); font-family: 'Lucida Sans Unicode', 'Lucida Grande', sans-serif; font-size: 18px; line-height: 23.390625px;">Ψ</span>
|