If a set of data has 120 values, the value of the 30 th percentile will be calculated using the 36 th and 37 th values in the data, when the data values have been arranged in ascending order.

Question

If a set of data has 120 values, the value of the 30 th  percentile will be calculated using the 36 th  and 37 th  values in the data, when the data values have been arranged in ascending order.

Katelynn Herrick · Accepted Answer

Final Answer : True, Explanation :  This is true because the 30th percentile corresponds to the value that is greater than 30% of the data values and less than or equal to 70% of the data values. Therefore, it falls between the 36th and 37th values in the data when they are arranged in ascending order.

If a set of data has 120 values, the value of the 30^th percentile will be calculated using the 36^th and 37^th values in the data, when the data values have been arranged in ascending order.

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Related questions

If a set of data has 120 values, the value of the 30th percentile will be calculated using the 36th and 37th values in the data, when the data values have been arranged in ascending order.

Definitions

Learning Objectives

Learning Objectives

Related questions

If a set of data has 120 values, the value of the 30^th percentile will be calculated using the 36^th and 37^th values in the data, when the data values have been arranged in ascending order.