(One intermediate revision by one other user not shown)
Line 1: Line 1:
A helpful tip to thinking about this question
+
=[[HW2_MA453Fall2008walther|HW2]], Chapter 1 problem 6, Discussion, [[MA453]], [[user:walther|Prof. Walther]]=
  
-we can describe all rotations by an angle
+
Problem Statement:
  
-we can not describe reflections by an angle
+
'''Can somebody please write the problem statement?'''
  
-each reflection can be described about the axis it is reflected
+
-------
 +
A helpful tip to thinking about this question
 +
*we can describe all rotations by an angle
 +
*we can not describe reflections by an angle
 +
*each reflection can be described about the axis it is reflected
 +
*when two reflections are done in a row, an angle between the axis of each reflection can be found
 +
*this permutation can now be described by an angle
 +
*thus it must also be a rotation
  
-when to reflections are done in a row an angle between the axis of each reflection can be found
+
-zach
 +
----
 +
[[HW2_MA453Fall2008walther|Back to HW2]]
  
-this permutation can now be described by an angle
+
[[Main_Page_MA453Fall2008walther|Back to MA453 Fall 2008 Prof. Walther]]
 
+
-thus it must also be a rotation
+
 
+
-zach
+

Latest revision as of 15:30, 22 October 2010

HW2, Chapter 1 problem 6, Discussion, MA453, Prof. Walther

Problem Statement:

Can somebody please write the problem statement?


A helpful tip to thinking about this question

  • we can describe all rotations by an angle
  • we can not describe reflections by an angle
  • each reflection can be described about the axis it is reflected
  • when two reflections are done in a row, an angle between the axis of each reflection can be found
  • this permutation can now be described by an angle
  • thus it must also be a rotation

-zach


Back to HW2

Back to MA453 Fall 2008 Prof. Walther

Alumni Liaison

Correspondence Chess Grandmaster and Purdue Alumni

Prof. Dan Fleetwood