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For a bivariate frequency table having (p + q) classification the total number of cells is
  • a)
    p
  • b)
    p + q
  • c)
    q
  • d)
    pq
Correct answer is option 'D'. Can you explain this answer?
Most Upvoted Answer
For a bivariate frequency table having (p + q) classification the tota...
Explanation:

A bivariate frequency table shows the frequency distribution of two variables. It consists of rows and columns where each cell represents the frequency count of a particular combination of the two variables.

Total number of cells in a bivariate frequency table is equal to the product of the number of categories or levels in each variable.

Therefore, for a (p q) classification, the total number of cells would be p x q, which is given by option D.

Hence, the correct answer is D.

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Explanation:


  • A bivariate frequency table shows the frequency distribution of two variables.

  • It consists of rows and columns where each cell represents the frequency count of a particular combination of the two variables.

  • Total number of cells in a bivariate frequency table is equal to the product of the number of categories or levels in each variable.

  • Therefore, for a (p q) classification, the total number of cells would be p x q, which is given by option D.

  • Hence, the correct answer is D.

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Community Answer
For a bivariate frequency table having (p + q) classification the tota...
If we have p+q conditional distributions in a bivariate distribution the no. of rows and column will be p ,q respectively . Then we will have pq elements.
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For a bivariate frequency table having (p + q) classification the total number of cells isa)pb)p + qc)qd)pqCorrect answer is option 'D'. Can you explain this answer?
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