## Maths statistics conclusion

My results of the statistics that I carried out showed many ideas of the comparisons of boy/girl, yr10/yr11. From the scatter graphs, instantly it was evident that a positive correlation was formed when IQ and KS3 Maths results were the axes on a graph. This shows that as the IQ level increases, the exam mark increases also, and this is what I expected.
This was also shown by the lines of best fit, I plotted these lines through the estimate mean and though the majority of the values plotted, so it was drawn in accordance to the pattern the values produced. However, there were few outlyers, and these were shown by colour shading in which I used on the several graphs. The outlyers in which were above the line of best fit were underachievers and the outlyers below the line of best fit were overachievers. The results appeared as follows: .
Yr 10 boys â€“ under achieving outlyer â€“ IQ â€“ 107.
KS3 â€“ 3.
This shows a fairly intelligent boy yet achieving very low exam results.
Yr 10 girls â€“ no outlyers.
This shows that all the Yr 10 girls were achieving exam results suitable to their IQ level.
Yr 11 boys â€“ under achieving outlyer â€“ IQ â€“ 124.
KS3 â€“ 5.
This shows a very intelligent boy yet achieving very low exam results.
Yr 11 girls â€“ over achieving outlyer â€“ IQ â€“ 90.
KS3 â€“ 4.
.
under achieving outlyer â€“ IQ â€“ 126.
KS3 â€“ 6.
This shows that there is a girl who has received exam results that she is not usually capable of. This also shows that there is another girl who is not receiving the exam results she is capable of.
The box and Whisker diagrams that I included in my statistics work shows the measure of spread of the studentsâ€™ IQ relating to everyone in their age and gender group.