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Objectives: the student will be able to:
-construct a graph of ozone data
-analyze available data to infer how different parts of the globe experience different magnitudes of ozone variability and trends.
Materials: Graph Paper
Procedure:
Question 2: With each station you graphed, did the ozone minimum occur close to the same month every year?
Question 3: List at least 3 conclusions you can infer from this research. (HINT: Be sure to explain any releationship with variability and location... maybe season)
Summary: ***The overpass data, while very useful, might take a long time to load. Also, in order to find the minimum ozone report for a year, the students must read each piece of data. Luckily, the data table is in a good format, and scanning 1 year of data will take a few minutes. The first 6 columns are (disregard 'x'ed sections):
**NOTE: The dates are written as Year/Day. For example "78001" is the 1st day of 1978. "86059" would be the 59th day of 1986, or 2/28/86.
Since a lot of data needs to be scanned, you are encouraged to
have students work in groups. Hopefully, by the end of retrieving
this data, your students will realize that the lowest ozone data
point USUALLY occurs at the same time each year. This will help them
in their conclusions.
Finally, since students will chose different data points, all graphs
and answers to questions should vary, BUT the trends should be the
same. In general:
- (1) The South Pole SHOULD have the biggest variability (thanks to the ozone hole)
- (2) The North Pole SHOULD have some variability, but not nearly as sever as the South Pole. (Sometimes, North Pole readings are higher than the other two places).
(3) The Equator SHOULD have little variability in ozone amounts.
- (4) The minimum ozone value SHOULD be roughly at the same time of year every year EXCEPT the equator station might vary more.
Coding:
Maryland Core Learning Goals (Science):
National Standards (Science): A1,3,4,5,6 ; D2 ; F1,4,5 ;
G3
National Standards (Geography): 1, 2, 3, 14
National Standards (Mathematics): 1, 2.2, 2.3, 4.1, 4.2, 4.4,
6.1, 6.2, 10.1, 10.2, 10.4, 10.7, 10.8