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			Institution:
		
 
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			Utah Tech University
		
 
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			Subject:
		
 
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			Mathematics
		
 
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			Description:
		
 
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			Includes axiomatic development of Euclidean and non-Euclidean geometry. Computer-based GeoGebra program is used. Required for Utah Level 3 and 4 Math Endorsements. **COURSE LEARNING OUTCOMES (CLOs) At the successful conclusion of this course, students will be able to: 1. Understand the role of axioms in Euclidean and Non-Euclidean geometry. 2. Proficiently write geometric rigorous proofs. 3. Use technology to explore and conjecture geometric results. Prerequisite: MATH 2200 (Grade C or higher). SP (odd)
		
 
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			Credits:
		
 
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			3.00
		
 
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			Lecture
		
 
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			Institution Website:
		
 
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			Phone Number:
		
 
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			(435) 652-7500
		
 
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			Regional Accreditation:
		
 
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			Northwest Commission on Colleges and Universities
		
 
	
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			Calendar System:
		
 
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			Semester
		
 
		
		
	
	
	
		
	
 
	 
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