This page has teaching resources related to the Climate Change for college-level Mathematics courses.
These resources are copyrighted ©Mathematics Consortium Working Group, Hughes Hallett et al. and are distributed freely to promote their use and collect feedback. Our ultimate goal is to create a collection of resources that will help students understand the relevance of mathematical ideas in college-level Mathematics courses in a context which is affecting their lives directly.
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(Picture from Groksurf’s San Diego, CC-BY-SA 4.0 license).
This activity has students find different ways to express how much water Lake Mead has and is missing right now. This involves converting between units and could involve using scientific notation.
(Picture from wikipedia, CC-BY 3.0 license).
This activity has students find a linear trend line for the data on the first day temperature goes over 100F at Tucson Airport each year.
They will find that there is variability in the data which makes predictions uncertain, but date definitely seems to be changing (about 1 day earlier each decade). They will also see that the vertical intercept of the trend line is meaningless (ice break in Tucson was definitely not in October-November in the year 0 AD).
(Photo by Bagus Pangestu downloaded from pexels, free to use).
This activity has students find a linear trend line for the data on the full flowering date for cherry trees at Kyoto since 9th century. They will find that there is variability in the data which makes predictions uncertain, but date definitely seems to be changing (about 4 days in 70 years).
(Public domain image from U.S. National Archives & DVIDS).
This activity has students analyze the expenditure for the Lourdes Hospital floodwall. They need to convert all costs and benefits to present values (exponential decay) and then add them together to decide if floodwall is payed off.
(Picture by Christopher Michel licensed under CC-BY 2.0, downloaded from flikr).
This activity has students attempt to fit linear and exponential models to the trend line in the CO2 data. They will find growth is more than exponential.
The following is a small sample of climate change related problems that we have made for our textbooks
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