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Match List-I with List-II

List-IList-II
(A) The measurable characteristic of a population is called(i) Sample
(B) The measurable characteristic of a sample is called(ii) Alternative hypothesis
(C) A smaller group of a population selected to represent a population is called(iii) Parameter
(D) The assumption made opposite to the null hypothesis is called(iv) Statistic

Choose the correct answer from the options given below:

Solution

✅ Correct Option: 3

A parameter is a measurable characteristic of a population (the entire group).

A statistic is a measurable characteristic of a sample (a smaller group selected from the population).

A sample is a smaller group selected from a population to represent that population.

An alternative hypothesis is the assumption made opposite to the null hypothesis in hypothesis testing.


(A) The measurable characteristic of a population is called → (iii) Parameter

The key term is "population" which refers to the entire group.


(B) The measurable characteristic of a sample is called → (iv) Statistic

The key term is "sample" which refers to a smaller group from the population.


(C) A smaller group of a population selected to represent a population is called → (i) Sample

The definition directly describes a sample as a subset representing the whole population.


(D) The assumption made opposite to the null hypothesis is called → (ii) Alternative hypothesis

The alternative hypothesis is defined as the opposite of the null hypothesis.


The correct matching is:

(A) → (iii) Parameter

(B) → (iv) Statistic

(C) → (i) Sample

(D) → (ii) Alternative hypothesis

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