Median from Ogives Statement

Question

"Median of a frequency distribution cannot be known from the ogives." This statement is:

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Question (English)

"Median of a frequency distribution cannot be known from the ogives." This statement is:

  1. True
  2. False ✓ Correct
  3. True for "less than" ogive only
  4. True for "more than" ogive only
Explanation:
Correct Answer Explanation

The statement is False. Median of a frequency distribution can be known from the ogives.

Key Points:
  • The intersection point of "less than" and "more than" ogives gives the median.
  • This is a graphical method to determine median without calculation.
  • The x-coordinate of the intersection point is the median value.
  • Both ogives must be drawn on the same axes to find the intersection.
Why Other Options Are Wrong
  • A. True: Median can indeed be found from ogives.
  • C & D: Both ogives together are needed; neither alone is sufficient for this method.

📚 About this Topic — CH-4: Presentation of Data

This multiple choice question is from CH-4: Presentation of Data, NCERT Books, Statistics for Economics. It has 4 options with a detailed explanation of the correct answer. Practice more MCQs from CH-4: Presentation of Data to strengthen your preparation.

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