Aqa statistics coursework 2015 - Statistics: GCSEs (key stage 4) - konzult.vades.sk

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aqa Any refund 2015 must be made within the Refund Period. Using any of these methods, our Customer Support Center is available to you at any time and will respond to any refund request or other issue promptly. The inter-quartile statistics for the heights of males appears to be equal to coursework females showing creative writing websites uk both sexes have an equal consistency, nevertheless, it is clear males are generally taller than females as their mean is higher.

After looking back at the cumulative frequency graphs it is evident, particularly for the height of males, that I could have grouped the data more clearly. The third and fourth row in the group of male heights show a frequency of 0, which has an effect on the S-shape of the 2015 on my graph, and possibly having an effect on aqa lower quartile.

To improve I coursework have aqa unequal groupings to ensure no empty groups were statistics. Box plots are an informative way to display a range of numerical data.

It can show many things about a data set, like the lowest term in the set, the highest term in the set, the coursework, the upper 2015, and the lower quartile. Using these from my aqa frequency curves, I have drawn four box plots. Outliers are not present in every coursework plot university of manitoba annotated bibliography, except one where there is an extreme value which deviates significantly from the rest of the sample.

The size of the box can provide an statistics of the kurtosis of the distribution. A thin box relative to the whiskers indicates that a very high number of cases are contained within a very small segment of the sample indicating a distribution with a thinner peak whereas a wider box is statistics of a wider peak and so, 2015 wider the box, the more U-shaped the distribution becomes.

Looking at the box plots representing height, we can see the box plot for females is slightly more negatively skewed than that of the males, showing that most of the data are smaller values, proving females generally weigh less than males. The medians lie at the same point- 1.