Last time: Lines in space (part A, section 13.5)
Today:
-  Distribute Section 13.5 (part b)
	Worksheet
 
-  Return 13.3 problems.
 
-  Quiz Opportunity over Section 13.5a
 
-  Questions on old stuff?
	
	-  Problem #45, section 13.4
		
		-  a) - no - consider, for example, two vectors b and c, both perpendicular to a (but not equal); the dot products are both equal however, as zero;
		
-  b) - no - consider, for example, two vectors b=a and c=2a, both parallel to a (but not equal to each other); the cross-products are both equal however, as the zero vector;
		
-  c) - yes!
			
			-  a b = a c implies that a (b-c)=0
			
-  a x b = a x c implies that a x (b-c)=0
			
-  (b-c) is simultaneously parallel and perpendicular to a; this means that b-c=0, or that b=c
			
 
 
-  From 13.5: #1, 3, 13, 15
	
 
 
-  Collect problems 13.4.
 
-  Section 13.5 (part b - planes): 
	
	 
Next time: 14.1 - vector functions and space curves
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