000			02076cam a22002774a 4500
008			100325s2008 njua b 001 0 eng
010			_a2006052719
020			_a9780131879690 (hbk.)
020			_a0131879693 (hbk.)
035			_a(Sirsi) u5612
040			_aEG-CaNU _c EG-CaNU _d EG-CaNU
042			_ancode
082	0	0	_a516 _2 22
100	1		_aMusser, Gary L. _95176
245	1	0	_aCollege geometry : _b a problem-solving approach with applications.
250			_a2nd ed. / _b Gary L. Musser, Lynn E. Trimpe, Vikki R. Maurer.
260			_aUpper Saddle River, N.J. : _b Pearson Prentice Hall, _c c2008.
300			_axvi, 628 p. : _b ill. ; _c 26 cm.
500			_aIncludes index.
505	0		_aProblem Solving, Geometric Shapes, and Measurement Problem Solving in Geometry Geometric Shapes and Measurement Perimeter, Area, and Volume Formal Synthetic Euclidean Geometry Reasoning and Triangle Congruence Parallel Lines and Quadrilaterals Similarity Circles Alternate Approaches to Plane Geometry Coordinate Geometry Transformation Geometry Elementary Logic Inequalities in Algebra and Geometry Non-Euclidean Geometry Table of Contents provided by Publisher. All Rights Reserved.
520			_a"For courses in Geometry or Geometry for Future Teachers." This popular book has four main goals: 1. to help students become better problem solvers, especially in solving common application problems involving geometry; 2. to help students learn many properties of geometric figures, to verify them using proofs, and to use them to solve applied problems; 3. to expose students to the axiomatic method of synthetic Euclidean geometry at an appropriate level of sophistication; and 4. to provide students with other methods for solving problems in geometry, namely using coordinate geometry and transformation geometry. Beginning with informal experiences, the book gradually moves toward more formal proofs, and includes special topics sections.
650		0	_aGeometry _971
700	1		_aTrimpe, Lynn E. _911137
700	1		_aMaurer, Vikki R _911138
596			_a1
999			_c4620 _d4620