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On Top of the World

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  • Aug 29 2010 11:00 PM

    David Melton

    This resource was matched by a member of the Brokers of Expertise Standards Matching Team.

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    Illuminations

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Description

If you were standing on the top of Mount Everest, how far would you be able to see to the horizon? In this lesson, students will consider two different strategies for finding an answer to this question. The first strategy is algebraic-students use data about the distance to the horizon from various heights to generate a rule. The second strategy is geometric-students use the radius of the Earth and right triangle relationships to construct a formula. Then, students compare the two different rules based on ease of use as well as accuracy. Less

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    Topics and Grades

    Grade: 9 to 12

    Topics: Geometry, Algebra & Functions, Mathematics

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