Question

What percentage of values lies between 5th and 25th percentiles?

Answer 1

Answer:

20% is the answer ☺☺

Hope it will help you

Step-by-step explanation:

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Answer 2

The percentage of values that lives between 5th percentile and 25th percentile is 20%

Given

• 5th percentiles and
• 25th percentiles

To find

• percentage of values lies between the range.

Solution

we are given the 5th percentile the 25th percentile of an observation and are asked to find out the percentage of values that would lie between the fifth percentile and 25th percentile .

we know that percentile are the position values that divides the set of observation into 100 equal parts. There are 99 percentiles.

For the sake of convenience let us consider the observation 1 to 100.

Therefore the 5th percentile will be equal to 5 .In a similar manner, the 25th percentile for these observations would be 25.

The number of values that lies between 5th percentile and 25th percentile would be,

25 - 5

or, 20.

Therefore the percentage of values that lies in this range is given by,

20/100 (100)

or, 2/10 (100)

or, 20%

The percentage of values that lives between 5th percentile and 25th percentile is 20%