1 |
A specific value of an estimator computed from the sample data after the sample has been observed is called |
Point estimate
Statistical Inference
Statistic
Parameter
|
2 |
An estimator is always is |
Constant
Variable
Parameter
Statistic
|
3 |
The statistical estimation of population is divided into |
two types
Three types
cannot divided
None of these
|
4 |
Population parameters are estimated from |
Sample data
Whole data
Estimator
Population interval
|
5 |
A sample statistic that is used to estimate the unknown true value of a population parameter is called |
Point estimator
Interval estimator
Testing of hypothesis
None of these
|
6 |
A procedure of making judgment about the unknown value of a population parameter by using the sample observation is called |
Statistical Inference
Parameter
Testing of hypothesis
Statistical estimation
|
7 |
The branch of statistics concerned with using probability concepts to deal with uncertainty in decision making is called |
Estimation
Statistical Inference
Point estimate
None of these
|
8 |
A point estimate is a single number that is used to estimate an unknown |
Constant
Parameter
Variable
None of these
|
9 |
Bias is |
Non random error
Option A & C
Cumulative
None of these
|
10 |
The difference between the expected value of a statistic and the true value of the parameter being estimated is called |
Accuracy
Error
Precision
Bias
|
11 |
We refer the difference between the sample result and the true value as |
Accuracy
Error
Precision
Bias
|
12 |
Probability sampling is also called |
Random sampling
Discrete sampling
Continuous sampling
Standard error
|
13 |
A descriptive measure on the sample observation is called |
Statistics
Statistic
Survey
None of these
|
14 |
The results obtained by rolling a die, is an example of |
Infinite population
Finite population
Option A & B
None of these
|
15 |
The heights of all the students enrolled at a college in a given year, is an example of |
Infinite population
Finite population
Discrete sampling
None of these
|
16 |
The collecting of information from a part of the population is called making a |
Census
Complete enumeration
Discrete sampling
None of these
|
17 |
Selecting a representative sample from a given population called |
Finite population
Sampling
Infinite population
None of these
|
18 |
A sample is a part of |
Universe
Mean
Median
Mode
|
19 |
A population consists of unlimited number of elementary units |
Continuous population
Finite population
Infinite population
Mix population
|
20 |
In normal probability distribution, all odd order moments about mean are |
zero
one
maximum
none of these
|
21 |
The total area under normal curve is |
Infinity
unity
zero
greater than one
|
22 |
The sum of probability of success and probability of failure in a binomial probability distribution is always |
Zero
One
Less than 1
Greater than 1
|
23 |
The hypergeometric model is applied when samples are taken or selections are made, from a finite population |
With replacement
Without replacement
With parameters
None of these
|
24 |
Binomial distribution has two |
Variables
Constants
Parameters
None of these
|
25 |
The shape of binomial distribution depends upon the value of its |
Constants
Parameters
Variables
Integers
|
26 |
If "a" and "b" are constants, then E(ax + b) = |
a
a E (x)
E (x)
a E (x) + B
|
27 |
The sum of probabilities of a discrete random variable is always |
0
1
Infinity
None of these
|
28 |
In continuous distribution, P(y=a) and P(y= b) is always |
Zero
One
Undefined
Negative
|
29 |
The simplest form of the continuous distribution is the |
Discrete uniform distribution
Probability mass function
Density function
Continuous uniform distribution
|
30 |
The area under the probability density function is |
1
0
Minimum
None of these
|