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visits member for 2 years
seen Nov 18 at 23:40

Just a student getting by


Jun
17
asked Yet another balls and boxes problem; minimum number of throws so that we have no empty boxes.
Jun
5
asked $2 =\Theta (1 + \frac{1}{n})^n$ ; why is a constant $\Theta$ if $e$?
May
16
accepted Infinitely many solutions vs one solution vs no solution in systems involving an unknown constant
May
13
accepted Can rainbows be considered to have mathematical patterns?
May
13
asked Infinitely many solutions vs one solution vs no solution in systems involving an unknown constant
May
2
comment Can rainbows be considered to have mathematical patterns?
@TrevorWilson, my apologies, I didn't mean to make it sound so. Any sort of pattern of any kind is welcomed.
May
2
asked Can rainbows be considered to have mathematical patterns?
Mar
28
comment Let S = $\{(x, y, z) \;\text{which spans}\;\Bbb R^3\;|\; 2x = 3z \;,\;\; y = -z\}$
Sorry for the misleading notation. The vectors should be v1 = x, v2 = y, v3 = z if I'm not mistaken.
Mar
28
asked Let S = $\{(x, y, z) \;\text{which spans}\;\Bbb R^3\;|\; 2x = 3z \;,\;\; y = -z\}$
Feb
21
comment Can I further reduce this matrix?
ahhh! Thank you very much for the explanation and for your help. I really appreciate it.
Feb
21
accepted Can I further reduce this matrix?
Feb
21
revised Can I further reduce this matrix?
deleted 1 characters in body
Feb
21
comment Can I further reduce this matrix?
@WillNelson, I see, thank you for pointing that out!
Feb
21
reviewed Approve Can I further reduce this matrix?
Feb
21
revised Can I further reduce this matrix?
deleted 60 characters in body
Feb
21
reviewed Approve Can I further reduce this matrix?
Feb
21
asked Can I further reduce this matrix?
Feb
9
asked 8 x 8 = 13 x 5 ???
Jan
31
accepted First week in Linear Algebra, need some help on this simple problem
Jan
31
comment First week in Linear Algebra, need some help on this simple problem
ahhhhhh! I see what you were trying to illustrate and I do recall the teacher briefly discussing this at the end of lecture. Thank you very much!