Answer:
>Also known as the third.
>weighs less than 95% of other babies of that age.
> you score better than only 60% of the test takers.
>taking the average of that value in your data set (56) and the next ranked value (67). (56 + 67) / 2 = 61.5.
>50 is the 40th percentile.
>Divide the percentile that you are looking for by 100.
4. 90th percentile
>scored better than 90% of people who took the test.
>Multiply the number of samples by 0.9: 0.9 X 10 samples = 9.
I hope it helps:).
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Answers & Comments
Answer:
1. 75th percentile
>Also known as the third.
2. 5th percentile
>weighs less than 95% of other babies of that age.
3. 60th percentile
> you score better than only 60% of the test takers.
>taking the average of that value in your data set (56) and the next ranked value (67). (56 + 67) / 2 = 61.5.
4. 40th percentile
>50 is the 40th percentile.
>Divide the percentile that you are looking for by 100.
4. 90th percentile
>scored better than 90% of people who took the test.
>Multiply the number of samples by 0.9: 0.9 X 10 samples = 9.
I hope it helps:).