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Mode using Grouping Method Formula ( Enter your problem )
  1. Formula
  2. Example-1
  3. Example-2
  4. Example-3
  5. Example-4
  6. Example-5
  7. Example-6
Other related methods
  1. Mean, Median and Mode
  2. Quartile, Decile, Percentile, Octile, Quintile
  3. Population Variance, Standard deviation and coefficient of variation
  4. Sample Variance, Standard deviation and coefficient of variation
  5. Population Skewness, Kurtosis
  6. Sample Skewness, Kurtosis
  7. Geometric mean, Harmonic mean
  8. Mean deviation, Quartile deviation, Decile deviation, Percentile deviation
  9. Five number summary
  10. Box and Whisker Plots
  11. Mode using Grouping Method
  12. Less than type Cumulative frequency table
  13. More than type Cumulative frequency table
  14. Class and their frequency table

10. Box and Whisker Plots
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2. Example-1
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1. Formula





Mode using Grouping Method :
1. Grouping Table :
1) In column-I, write the original frequency
2) In column-II, combine the frequency two by two, starting from top
3) In column-III, combine the frequency two by two, starting from second
4) In column-IV, combine the frequency three by three, starting from top
5) In column-V, combine the frequency three by three, starting from second
6) In column-VI, combine the frequency three by three, starting from third

2. Mark the maximum total frequency of each of column-I to VI.

3. Grouping Table :
1) Note down Column-I to VI, in first row
2) Note down maximum total frequency of each column, in second row
3) Note down x or Class in first column
4) Check maximum total frequency is of one term or more than one term and mark those x or class with tick(✓)
5) Count the tick(✓) of each row

4. The x with the maximum tick(✓) will be mode
Or
4.1 The Class with the maximum tick(✓) will be mode class
4.2 To find mode, Use formula `Z=L+(|f_1-f_0|)/(|f_1-f_0|+|f_1-f_2|) * c`


This material is intended as a summary. Use your textbook for detail explanation.
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10. Box and Whisker Plots
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2. Example-1
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