(New page: == Homework 2 work collaboration area == Question from student: If we find that a matrix has a nullity value such as 1, then there has to be a null space correct? Answer from Bell: A m...)
 
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Any matrix can be put into reduced row
 
Any matrix can be put into reduced row
echelon cases.  For #4 on page 301, you'll
+
echelon form.  For #4 on page 301, you'll
 
need to consider various cases:  Case a=0,
 
need to consider various cases:  Case a=0,
 
case b=0, etc.
 
case b=0, etc.
 
  
 
[[2010 MA 527 Bell|Back to the MA 527 start page]]  
 
[[2010 MA 527 Bell|Back to the MA 527 start page]]  

Revision as of 05:30, 2 September 2010

Homework 2 work collaboration area

Question from student:

If we find that a matrix has a nullity value such as 1, then there has to be a null space correct?

Answer from Bell:

A matrix with a nullity of one has a one dimensional null space. (The zero vector is always in the null space of a matrix, so it never happens that a matrix does not have a null space.)

Question from student:

Regarding # 4 on page 301: it doesn't seem that the original matrix can be put in row reduced echelon form, which is a requirement, correct?

Answer from Bell:

Any matrix can be put into reduced row echelon form. For #4 on page 301, you'll need to consider various cases: Case a=0, case b=0, etc.

Back to the MA 527 start page

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