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Question

Match the LIST-I with LIST-II
LIST-I (Type of variable)LIST-II (Example)
A. DiscreteI. Socio Economic Status
B. ContinuousII. Gender of a person
C. OrdinalIII. The number of times a coin is flipped
D. NominalIV. Height of a person

Choose the correct answer from the options given below:

The correct answer is
A-III, B-IV, C-I, D-II

Matching Statistical Variable Types with Examples

This section explains how to match different types of statistical variables (Discrete, Continuous, Ordinal, Nominal) with their corresponding examples.

Understanding Variable Types

  • Discrete Variables: Can only take specific, distinct values, often countable. Example: Number of events.
  • Continuous Variables: Can take any value within a given range, measurable. Example: Height, weight.
  • Ordinal Variables: Categories have a meaningful order or rank. Example: Satisfaction level (Low, Medium, High).
  • Nominal Variables: Categories have no inherent order or ranking; they are just labels. Example: Gender, color.

Matching List-I with List-II

LIST-I (Type of variable) LIST-II (Example)
A. Discrete III. The number of times a coin is flipped
B. Continuous IV. Height of a person
C. Ordinal I. Socio Economic Status
D. Nominal II. Gender of a person

Explanation of Matches

  • A. Discrete: The 'number of times a coin is flipped' (III) is a count, making it a discrete variable.
  • B. Continuous: 'Height of a person' (IV) can take any value within a range, hence it's a continuous variable.
  • C. Ordinal: 'Socio Economic Status' (I) involves categories with a clear order (e.g., Low, Middle, High), making it ordinal.
  • D. Nominal: 'Gender of a person' (II) uses categories (Male, Female) that lack an intrinsic order, classifying it as nominal.

Correct Answer Derivation

Based on the definitions and the matches derived above:

  • A matches with III
  • B matches with IV
  • C matches with I
  • D matches with II

Therefore, the correct option is A-III, B-IV, C-I, D-II.

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Important Questions from Statistical Variables

  1. Which of these statements on variation is INCORRECT?

  2. For a group of 5 male residents in a society, the mean and standard deviation of their ages are 63 years and 9 years, respectively. For a group of 4 female residents, these values are 54 years and 6 years, respectively. The variance of the combined group of male and female residents is:

  3. Factory A and Factory B employ 476 and 524 employees. respectively. The average weekly salary of an employee in Factory A is $34.5 whereas for an employee in Factory B it is $28.5, The standard deviation in paying the individual salary has been recorded as $5 and $4.5 for Factory A and Factory B, respectively. Which factory has greater variability in paying individual salary?

  4. Among the options for parameters, which option is correct for population?

  5. The formula to calculate the coefficient of quartile deviation is

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