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Caulfield, Michael J. – Mathematics Teacher, 2012
What if Stephen Douglas instead of Abraham Lincoln had won the U.S. presidential election of 1860? What if John F. Kennedy had not carried some of the eight states he won by 2 percentage points or fewer in 1960? What if six hundred more people in Florida had voted for Al Gore in 2000? And what if, in that same year, the U.S. House of…
Descriptors: Political Campaigns, Elections, Mathematical Models, Mathematical Applications
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Rubel, Laurie H.; Driskill, Michael; Lesser, Lawrence M. – Mathematics Teacher, 2012
Every two years in the United States, districts in each state elect representatives to the U.S. House of Representatives. The district boundaries are not permanent; rather, they are redrawn every ten years in a process known as redistricting. Mathematics is useful in understanding this important and often contentious process. Redistricting is a…
Descriptors: United States History, Classroom Techniques, Democratic Values, Curriculum Implementation
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Colen, Yong S.; Navaratna, Channa; Colen, Jung; Kim, Jinho – Mathematics Teacher, 2012
The 2012 U.S. presidential election is the perfect opportunity to present a timely civics lesson on how a U.S. president is elected. More important, it offers opportunities for students to reason mathematically about election issues--for example, about how much time and resources the candidates should invest in particular states. The results of…
Descriptors: Voting, Elections, Political Campaigns, Problem Based Learning