When X denotes the number of successes in binomial experimen
When X denotes the number of successes in binomial experiment, it is called:
Random variable | |
Both (b) & (c) but not (a) | |
Binomial random variable | |
Continuous random variable |
Random variable | |
Both (b) & (c) but not (a) | |
Binomial random variable | |
Continuous random variable |
May be independent or dependent | |
None of these | |
Dependent | |
independent |
Mean deviation | |
Variance | |
Zero | |
S.D. |
-7 X | |
Zero | |
7 S.D(X) | |
-7 S.D(X) |
Mean of the random variable | |
Variance of the random variable | |
Both (a) & (b) | |
None of these |
One |
b2 Var (X) | |
b Var(X) | |
Var(bX) + a | |
None |
k Var(Y) | |
Var(Y) | |
k2 Var(Y) | |
k2 |
k2 | |
0 | |
None of these | |
k |
Both (b) & (c) | |
E(X) E (Y) | |
E(X) + E(Y) | |
XY |
Historigram | |
Ogive | |
Probability histogram | |
Frequency polygon |
1 | |
Less than 1 | |
Greater than 1 | |
Zero |
Y | 0 | 2 | 3 |
P(y) | K | 3k | 4k |
3 | |
1/8 | |
8 | |
0 |
All of the above | |
2 x base x Sum of parallel sides | |
Sum of parallel sides x base |
The sum of spots, when two dice are rolled | |
The number of defective bulbs | |
The amount of milk produced by a cow | |
The number of patients in a hospital |
Continuous | |
None | |
Qualitative | |
Discrete |
Mean | |
One | |
Zero | |
Infinity |
Discrete variable | |
Continuous variable | |
Qualitative variable | |
both (b) & (c) |