multiplication
theorem P(AB) equals:
â–ºP(A)
P(B)
â–ºP(A) +
P(B)
â–ºP(A) *
P(B|A) (Page 159)
â–ºP(B\A)
* P(B)
The
probability of drawing ‘White’ ball from a bag containing 4 red , 8 black and 3
white ball is
â–º0
â–º3/15
â–º1/12
â–º1/2
If A and B are mutually exclusive events then P(A or B) equals:
â–ºP(A)
+ P(B) - P(A and B)
â–ºP(A)
* P(B)
â–ºP(A) + P(B) (Page 155)
â–ºP(A|B) + P(B|A)
The
simultaneous occurrence of two events is called
â–ºPrior
probability
â–ºSubjective
probability not confirmed
â–ºConditional
probability
Which
one of the following measurement does not divide a set of observations
into equal parts?
â–º Quartiles
â–º Deciles
â–º Percentiles
â–º Standard deviations
The
height of student is 60 inch. This is an example of……?
â–ºContinues data
â–ºQualitative
data
â–ºCategorical
data
â–ºDiscrete
data
Which
of the statement is true regarding a sample?
â–ºIt is a part of population (Page 13)
â–ºIt
must contain at least five observations
â–ºIt
refers to descriptive statistics
â–ºIt
produces true value
The
probability of drawing a ‘jack card ‘from 52 playing cards is:
·
·
· 
If all
the values fall on the same straight line and the line has a positive slope then
what will be the value of the correlation coefficient ‘r’:
► 0 ≤ r ≤ 1
► r ≥ 0
â–º r
= +1
â–º r=-1
What is the Standard
Deviation of 7, 7, 7, 7, 7, 7, 7
â–º49
â–º1
â–º0 Standard
deviation will always be zero if all the values in data are same
â–º7
10!
=………….
â–º 362880
â–º 3628800
â–º 362280
â–º 362800
If a
player well shuffles the pack of 52 playing cards, then the probability of a
black card from 52 playing cards is:
â–º1/52
â–º
13/52
â–º4/52
â–º26/52
In a
regression line Y= a + bX, the value of the correlation coefficient will be
zero if:
â–ºIntercept
a ≠0
â–ºIntercept a = 0 (correct)
â–ºSlope b = 0
►Slope b ≠0
The
probability of drawing a ‘jack card ‘from 52 playing cards is:
â–º1/52
â–º4/52
â–º13/52
â–º26/52
Which
dispersion is used to compare variation of two series?
â–º
C.V. (Page 93)
â–º Q.D.
â–º M.D.
â–º S.D.
The
probability of drawing a ‘jack card ‘from 52 playing cards is:
â–º1/52
â–º13/52
â–º4/52 rep
â–º26/52
In a
regression line Y= a + bX, the value of the correlation coefficient will be
zero if:
â–º Intercept a = 0 rep
â–º
Intercept a ≠0
â–º Slope
b = 0
â–º Slope
b ≠0
Which
one of the following measurement does not divide a set of observations
into equal parts?
â–º
Quartiles
â–º
Deciles
â–º
Percentiles
â–º Standard deviations rep
If all
the values fall on the same straight line and the line has a positive slope
then what will be the value of the correlation coefficient ‘r’:
► 0 ≤ r ≤ 1
► r ≥ 0
â–º r
= +1 (Page 129)
â–º r=-1
If a=4 b=2 estimate
line (i.e y=a+bx) and independent variable has value 3 the value of dependent
variable
â–º
6
â–º 9
â–º 10 4+2(3)=10
â–º 11
The
number of ways in which 4 books can be arranged
â–º 4
â–º 6
â–º 12
â–º 24 (Page 142)
The
simultaneous occurrence of two events is called
â–º
Descriptive probability
â–º
Subjective probability
â–º
Conditional probability
â–º Joint probability
When
coin tossed we get only
â–º1 outcome
â–º2
outcomes
â–º3
outcomes
â–º4
outcomes
When
mean is 25 and S.D is 5 then CV is
â–º 100%
â–º 25%
â–º 20%
â–º 10%
A set
that contains all possible outcomes of a system is known as
â–º
Finite Set
â–º Infinite Set
â–º Universal Set (Page 134)
â–º No of these
If X and Y are
independent, then Var(X-Y) is equal to:
â–º Var(X)ï€Var(Y) Var(X)Var(Y)
â–º
Var(X Y)
â–º
â–º Zero
A coin
is tossed 3 times then, the number of sample points ii the sample space is:
3
8
6
4
What is
the difference between a permutation and a combination:
â–ºIn a permutation order is important and in a
combination it is not
â–ºIn a
permutation order is not important and in a combination it is important
â–ºA
combination is based on the classical definition of probability
â–ºA
permutation is based on the classical definition of probability
What we consider in
simple correlation analysis:
â–ºSeveral
independent variables
â–ºStrength of the association between two
variables (Page 128)
â–ºIntercept
with the X-axis
â–ºIntercept
with the Y-axis
If all the values
fall on the same straight line and the line has a positive slope then what will
be the value of the correlation coefficient ‘r’:
â–º0 = r = 1
â–ºr = 0
â–ºr = +1 (rep)
â–ºr=-1
The
dispersion which is calculated from all observed values is:
â–ºStandard deviation (Page 87)
â–ºQuartile
deviation
â–ºRang
â–ºCoefficient
of Rang
For any
number k ……….1, at least 1 – 1/k2 of the data-values fall within k standard
deviations of the mean:
â–ºGreater than 1 (Page 97)
â–ºLess
than 1
â–ºGreater
or equal to 1
â–ºLess
or equal to 1
If Mean
= 25 & S.D is 5 then C.V is
â–º100%
â–º25%
â–º20%
(Page 93)rep
â–º10%
When E
is an impossible event,then P(E) is:
â–º0 (Page 146)
â–º0.5
â–º1
â–º2
When
two dice are rolled, the numbers of possible sample points are:
â–º6
â–º12
â–º24
â–º36
(6*6=36)
The correlation of
coefficient lies between :
â–º0 to 1
â–º 0 to ï‚¥
â–º- 1 to +1 (Page 128)
►1
to ï‚¥
How
many elements are in the sample space of rolling one die:
â–º6
â–º12
â–º24
â–º36
When
two coins are tossed the probability of at most one head is:
â–º1/4
â–º2/4
â–º3/4
â–º4/4
If A and B are mutually exclusive events then P(A or B) equals:
â–ºP(A)
+ P(B) - P(A and B)
â–ºP(A)
* P(B)
â–ºP(A) + P(B)
(Page 155)
â–ºP(A|B) + P(B|A)
Positive square root
of variance of a distribution is:
â–ºRang
â–ºQuartile
deviation
â–ºStandard deviation (Page 91)
The
probability of drawing a king of spade from a pack of 52 cards is:
â–º1/4
â–º1/13
â–º1/26
â–º1/52
5C5
Equals :
â–º1
â–º5
â–º10
â–º25
we toss a coin , we
get only:
â–º1 outcome
â–º2
outcomes
â–º3
outcomes
â–º4
outcomes
Standard
deviation is affected by the change of________:
â–ºOrigin
& scale
â–ºOrigin
only
â–ºNot
origin & scale
A die
is rolled. What is the probability that the number rolled is greater than 2 and
even:
â–º1/2
â–º1/3
â–º2/3 (greater than 2 = 3,4,5,6 = 4
numbers , 4/6=2/3)
â–º5/6
The probability of
drawing any one spade card is:
â–º1/52
â–º4/52
â–º13/52
â–º52/52