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Linear Algebra Question (another)

mrkun

Platinum Member
According to this problem I had, for a 4x6 matrix, the minimum rank is 0 and the max nullity is 6. Is this possible? I can't imagine an actual example of this. My intuition is that the min. rank is 1 and the max nullity is 5.
 
Wow, I feel retarded. Good thing I'm not a Math major.

Btw, "EE's do it till it hertz" is so stupid it's funny.
 
Originally posted by: mrkun
Wow, I feel retarded. Good thing I'm not a Math major.

Btw, "EE's do it till it hertz" is so stupid it's funny.

Hahaha. What can I say? I try to resist these puns but I get ohmed.
 
Originally posted by: hypn0tik
Originally posted by: mrkun
Wow, I feel retarded. Good thing I'm not a Math major.

Btw, "EE's do it till it hertz" is so stupid it's funny.

Hahaha. What can I say? I try to resist these puns but I get ohmed.

That one's not quite as funny because you're off by a letter. 😛
 
Originally posted by: mrkun
Originally posted by: hypn0tik
Originally posted by: mrkun
Wow, I feel retarded. Good thing I'm not a Math major.

Btw, "EE's do it till it hertz" is so stupid it's funny.

Hahaha. What can I say? I try to resist these puns but I get ohmed.

That one's not quite as funny because you're off by a letter. 😛

use Engrish and it fits.
 
Originally posted by: Sahakiel
Originally posted by: mrkun
Originally posted by: hypn0tik
Originally posted by: mrkun
Wow, I feel retarded. Good thing I'm not a Math major.

Btw, "EE's do it till it hertz" is so stupid it's funny.

Hahaha. What can I say? I try to resist these puns but I get ohmed.

That one's not quite as funny because you're off by a letter. 😛

use Engrish and it fits.

Or Portuguese.
 
4 rows and 6 columns: Like hypnotik said: a matrix of all zeros has rank 0 due to all 4 rows being 0 and has nullity 6 due to all columns being zero.

The zero matrix will be the only matrix that satisfies this condition. If you have one nonzero entry the rank becomes 1 and nullity becomes 5.
 
Originally posted by: SpecialEd
4 rows and 6 columns: Like hypnotik said: a matrix of all zeros has rank 0 due to all 4 rows being 0 and has nullity 6 due to all columns being zero.

The zero matrix will be the only matrix that satisfies this condition. If you have one nonzero entry the rank becomes 1 and nullity becomes 5.

Yeah, I know. At the time I posted, the zero matrix hadn't occurred to me.
 
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