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OHS
HD3a/2: Typical Teens' Trainers 1
Use tables to find any of median, mode, mean and
range for some teen habits, using everyday language:
Smallest? Largest? Range?(740.751)
Most popular? (n/a). Why? Middle value? (8.648)
Mean? (1056 / 11 = 96). Most useful statistics? |
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- To be able to
draw conclusions from the diagrams.
- To be able to find the range and averages (mean,
median or mode), as appropriate.
- To be able to draw conclusions from statistical
calculations: range & one average (mean / median
/ mode). |
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statistics
average
mean
median
mode
modal class
modal group
range
discrete
distribution |
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Discuss:
- why it's sometimes
more useful to compare two sets of data, than to
just analyse one set.
- how to compare two
sets of data. advantages of 2 sets of data on one
graph; problems with doing this on a pie chart.
- which average is
typical for data? Range?
ALSO USEFUL:
BGfL's
Quiz Creator
- design tailored worksheet to test pupils on yesterday's
lesson / today's Starter. |
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| Review advantages
and disadvantages of using each of mean, median
and mode as 'typical' averages. |
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| - To be able to
write a short report. |
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Review main steps
using heading, such as:
Planning
a) Decide on relevant data;
b) Research possible sources;
c) Plan data collection sheet;
d) Design data collection sheet.
Constructing
a) Decide how to use data to answer Q
b) Choose best diagram
c) Choose scales.
d) Comparing 2 sets of data on 1 diagram?
Analysing
a) Which average? Range?
b) Conclusion
OR
BGfL's
Quiz Creator
- design to test pupils on main steps. |
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Reporting
including:
- Conclusions to answer original questions
- Diagrams & charts: usefulness.
- Difficulties and ambiguities; how addressed.
Eg: Initial oral presentation by each group to whole
class, (allocating one heading per member) followed
by written report. |
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Discussion on how
each group used the agreed headings.
Collaborative agreement on whole-class conclusion. |
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