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In a bivariate frequency distribution if there m classification for x and n classification for y then the would be altogether ___ conditional distribution A)m+n B)m-n C)m D)mn?
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In a bivariate frequency distribution if there m classification for x ...
Understanding Bivariate Frequency Distribution


In a bivariate frequency distribution, the data is categorized into two variables, often denoted as x and y. When there are m classifications for variable x and n classifications for variable y, the total number of conditional distributions can be calculated using the formula mn.

Calculation of Conditional Distribution



  • Total number of classifications for x: m

  • Total number of classifications for y: n

  • Total number of conditional distributions: mn



Therefore, the correct answer is mn as it represents the total number of possible combinations when considering both variables x and y in a bivariate frequency distribution. Each combination represents a unique conditional distribution based on the classifications of x and y.
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In a bivariate frequency distribution if there m classification for x and n classification for y then the would be altogether ___ conditional distribution A)m+n B)m-n C)m D)mn?
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In a bivariate frequency distribution if there m classification for x and n classification for y then the would be altogether ___ conditional distribution A)m+n B)m-n C)m D)mn? for UPSC 2024 is part of UPSC preparation. The Question and answers have been prepared according to the UPSC exam syllabus. Information about In a bivariate frequency distribution if there m classification for x and n classification for y then the would be altogether ___ conditional distribution A)m+n B)m-n C)m D)mn? covers all topics & solutions for UPSC 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for In a bivariate frequency distribution if there m classification for x and n classification for y then the would be altogether ___ conditional distribution A)m+n B)m-n C)m D)mn?.
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