Statistics CBSE Questions & Answers
Statistics
This is Mathematics Class 11 Statistics CBSE Questions & Answers. There are 15 questions in this test with each question having around four answer choices.
Questions & Answers
1
If the two lines of regression are at right angles , then \(\rho \left( {X,Y} \right)\) is equal to
- A1
- B1 or - 1
- C- 1
- D0Correct
2
If COV(X,Y) = 0 , then the two lines of the regression are
- Anone of these
- Bparallel
- Cat right anglesCorrect
- Dcoincident
3
If the variance of the data is V, then its S.D. is
- A\(\sqrt V \)Correct
- B±\(\sqrt V \)
- C\(V{^2}\)
- D- \(\sqrt V \)
4
If the two lines of regression are y = 3x – 5 and y = 2x – 4 , then \(\rho \left( {X,Y} \right)\) is equal to
- A\(\sqrt {{2 \over 3}} \)Correct
- B\(\sqrt {{3 \over 2}} \)
- C\(\sqrt {{1 \over 6}} \)
- D)none of these
5
If the median = (mode + 2 mean) \(\mu \), then \(\mu \) is equal to
- A3
- B2
- C1/ 3Correct
- D2/ 3
6
If mean = ( 3 median – mode ) x , then the value of x is
- A3/ 2
- B1/ 2Correct
- C1
- D2
7
Least square lines of regression give best possible estimates , when \(\rho \left( {X,Y} \right)\) is equal to
- A1/ 2
- Bless than 1
- C- 1 or 1Correct
- Dgreater than -1
8
\(\rho \left( {X,Y} \right)\) is equal to
- A\({{COV(X,Y)} \over {VAR\left( X \right)VAR\left( Y \right)}}\)
- Bnone of these
- CCOV(X,Y)
- D\({{COV(X,Y)} \over {\sqrt {VAR(X)} \sqrt {VAR(Y)} }}\)Correct
9
Quartile deviation is nearly equal to
- A2/ 3 \(\sigma \)Correct
- B2/ 3 \(\sigma \)
- C2 \(\sigma \)
- D3/ 2 \(\sigma \)
10
For a symmetrical distribution \({Q_1} = 20\) and \({Q_{3.}} = 40\). The median of the data is
- A20
- B30Correct
- C40
- D10
11
Which of the following is not a measure of dispersion ?
- Amean deviation
- BmeanCorrect
- Crange
- Dvariance
12
The mean and S.D. of 1,2,3,4,5,6 is
- A\({7 \over 2},\sqrt {{{35} \over {12}}} \)Correct
- B\({7 \over 2},\sqrt 3 \)
- C3, 35/12
- D3,3
13
The range of the following set of observations 2,3,5,9,8,7,6,5,7,4,3 is
- A6
- B7Correct
- C11
- D5.5
14
Which of the following, in case of a discrete data, is not equal to the median?
- A5 \(^{{\rm{th}}}\) decile
- B50 \(^{{\rm{th}}}\) percentile
- C\({{\rm{2}}^{{\rm{nd}}}}\) quartile
- Dlower quartileCorrect
15
Mean deviation from the mean for the observations – 1 , 0 ,4 is
- A2/ 3
- B2Correct
- C3/ 2
- Dnone of these