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Question

The advantages of secondary analysis in research are:

(a) It is inexpensive.

(b) There is no need to construct a measuring instrument.

(c) Data archives are a valuable source.

(d) Useful opportunity is provided to produce valuable knowledge.

(e) Provides less time to understand data.

This question was previously asked in
UGC NET 2018 Home Science Question Paper (08-Jul-2018)
The correct answer is

(a), (b), (c) and (d)

To determine the correct answer, let's analyze each of the provided statements about the advantages of secondary analysis in research:

  1. (a) It is inexpensive: Secondary data analysis involves using existing data collected by someone else, so costs related to data collection are minimized. Hence, this statement is true.
  2. (b) There is no need to construct a measuring instrument: In secondary analysis, researchers use pre-existing data, eliminating the need to design and implement new measuring instruments. This statement is also true.
  3. (c) Data archives are a valuable source: Archives provide a wealth of data that can be utilized for secondary analysis, making them a valuable resource. This statement is true.
  4. (d) Useful opportunity is provided to produce valuable knowledge: Secondary analysis allows researchers to generate new insights and knowledge from existing data, effectively exploiting the original data set. This statement is correct.
  5. (e) Provides less time to understand data: Understanding the context and methodology of previously collected data may sometimes require significant time and effort to ensure it is applicable and valid for the new research question. Thus, this statement is not necessarily true concerning secondary analysis benefits.

After evaluating each statement, we find that statements (a), (b), (c), and (d) are correct advantages of secondary analysis. Therefore, the correct answer is:

(a), (b), (c) and (d)

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Important Questions from Data Analysis

  1. The quartile deviation of Normal Distribution is

  2. A set of sample of 20 places of mean annual rainfall were randomly selected from a normally distributed universe that has mean annual rainfall of 320 cm. The sample mean was recorded 250 cm with standard deviation of 150 cm. Which one of the following significance tests is correct for the selected samples ?

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