Product ID: 99562
Supplementary Print
Undergraduate
High School
Finding the Shortest Distance on the Earth's Surface from Here to Timbuktu (UMAP)
Author: Paul R. Patten
A unit that involves pre-calculus in finding the shortest distance on the Earth's surface from here to Timbuktu. This module allows students to use the spherical law of cosines to find great circle distance between points whose geographic coordinates are given.
Table of Contents:
1. INTRODUCTION
2. THE SHORTEST DISTANCE ON THE EARTH'S SURFACE
3. THREE-DIMENSIONAL COORDINATE SYSTEMS
4. THE LAW OF COSINES
5. ANSWERS TO SOME EXERCISES
©1986 by COMAP, Inc.
UMAP Module
17 pages
Mathematics Topics:
Geometry , Precalculus & Trigonometry
Application Areas:
Social Studies , Geography
Prerequisites:
Right triangle trigonometry; half-angle formulas; geographic coordinates
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