A coin is tossed 3 times then, the number of sample points i
A coin is tossed 3 times then, the number of sample points in the sample space is:
Both (a) & (c) but not (b) | |
8 | |
23 | |
3 |
Both (a) & (c) but not (b) | |
8 | |
23 | |
3 |
6 outcomes | |
None of these | |
2 outcomes | |
36 outcomes |
4! | |
6! | |
3! | |
5! |
45360 | |
None of these | |
6! | |
9! |
4 | |
12 | |
6 | |
24 |
None of these | |
9 | |
6 | |
5 |
None of these | |
24 ways | |
7 ways | |
12 ways |
None of these | |
Their parts of the rectangle will overlap | |
Their parts of the rectangle will be equal in area | |
Their parts of the rectangle will not overlap |
None of these | |
8 ways | |
15 ways | |
30 ways |
12 ways | |
None of these | |
2 ways | |
8 ways |
2n | |
n2 | |
n! | |
2n |
None of these | |
40 | |
210 | |
5040 |
Both (a) and (b) | |
None of these | |
Family budget method | |
Aggregate expenditure method |
The wholesale price index number | |
The cost of living index number | |
The retail price index number | |
Both (a) and (b) |
Weighted index | |
Simple aggregative index | |
Price relative | |
Simple index |
Laspeyre’s | |
Paasche’s | |
Fisher’s | |
(C.P.I) |
Fisher’s method | |
Paasche’s index | |
Laspeyres’ index | |
Marshall – Edge worth |
The Paasche’s index | |
The Laspeyres’ index | |
None of these | |
The unweighted average of relative price index |
Laspeyre’s index | |
Both (a) & (b) | |
Paasche’s index | |
Fisher’s index |
Current year weighted index number | |
None of these | |
Base year weighted index number | |
Ideal index number |