1 |
Arrangement of things without regard to order is called. |
Raw data
Arrayed data
Permutation
Combination
|
2 |
AP3is equal to. |
3!
4!
5!
6!
|
3 |
A coin and die can be thrown together in |
2 ways
12 ways
8 ways
None of these
|
4 |
4C5= .................... |
5
1/5
0
None of these
|
5 |
The number of terms in the expansion of the binomial (p+q)n is. |
n
n-1
n+1
2n
|
6 |
If n is the number of elements of a set. the total numebr of subsects of this set in |
2n
n2
2<sup>n</sup>
n
|
7 |
In how many ways a team of 4 players be chosen from a total 10 persons. |
40
210
5040
None of these
|
8 |
How many possible permutations can be formed from the wood COMMITTEE. |
45360
9
6
None of them
|
9 |
The numebr of ways in whihc four books can be arranged on a shelf is. |
4
6
24
12
|
10 |
The number of ways in which a person enters by oe door and leaves by a different door in a room with three doors is. |
6
9
5
None of these
|
11 |
There sets on a sofa can be occupied by four persons in. |
12 ways
7 ways
24 ways
None of these
|
12 |
A person can choose a tie and a suit form 3 suits ad 5 ties in |
8 ways
15 ways
30 ways
None of these
|
13 |
A non - orderly arrangement of thing s is called: |
Permutation
Equally likely
Combination
Equally likely
|
14 |
If A∪B = S then A and B are __________ events. |
Equally likely
Exhaustive
Compound
None of these
|
15 |
"Pr can be solved by the formula. |
N!/ r!(n-r)!
(n-r)!/r!
n!(n-r!)
n!(n-r)!/r!
|
16 |
Subset of sample is called: |
Simple event
Compound event
Experiment
Event
|
17 |
If two events cannot occur together they are said to be. |
Independent
Dependent
mutually exclusive
Equally likely
|