QUARTILES, DECILES AND PERCENTILES OF UNGROUPED DATA || GRADE 10 MATHEMATICS Q4

QUARTILES, DECILES AND PERCENTILES OF UNGROUPED DATA || GRADE 10 MATHEMATICS Q4

Brief Summary

This video explains how to calculate quartiles, deciles, and percentiles for ungrouped data. It covers three methods: the general method, linear interpolation, and the Mendelhold and Synthetic method. The video provides examples and step-by-step explanations for each measure of position.

  • Quartiles divide a distribution into four equal parts.
  • Deciles divide a distribution into ten equal parts.
  • Percentiles divide a distribution into one hundred equal parts.

Quartiles

This chapter explains how to calculate quartiles for ungrouped data. Quartiles divide a distribution into four equal parts. The video explains the concept of quartiles and provides an example of how to calculate the lower quartile (Q1) and upper quartile (Q3) for a given set of data. The video also explains how to calculate the interquartile range (IQR), which is the difference between Q3 and Q1.

Deciles

This chapter explains how to calculate deciles for ungrouped data. Deciles divide a distribution into ten equal parts. The video explains the concept of deciles and provides an example of how to calculate the third decile (D3) for a given set of data. The video also explains how to interpret the results, for example, D3 represents the value below which 30% of the data falls.

Percentiles

This chapter explains how to calculate percentiles for ungrouped data. Percentiles divide a distribution into one hundred equal parts. The video explains the concept of percentiles and provides an example of how to calculate the 43rd, 60th, and 75th percentiles for a given set of data. The video also explains how to interpret the results, for example, the 75th percentile represents the value below which 75% of the data falls.

Percentile Rank

This chapter explains how to calculate the percentile rank of a given value in a dataset. The percentile rank represents the percentage of values in the dataset that are below the given value. The video provides an example of how to calculate the percentile rank of a test score of 38 in a given dataset.

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