Open Question: Is there a difference between saying f(a) is algebraic over F and saying a is algebraic over F?
Here is some more information if it helps to undertstand the circumstance.
let f(x) be a nonconstant element of F[x]
a belongs to some extension of F
let f(x) be a nonconstant element of F[x]
a belongs to some extension of F
If they are different can someone please explain to me how becasue they seem like the absolute same to me...
Thank you!
8:53 |
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Open Question: Write an algebraic statement for the expression shown below. Let “n” represent the number.?
6n+n^2
I wrote 6n + n (square)
Thats all, I think the equation is incomplete...
Sorry, I could not read the content fromt this page.
2:09 |
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Open Question: a couple more algebraic questions!(best answer of corse gets best answer to.!)?
Solve using linear combinations
-3x+3y=12
4x+2y=20
-3x+3y=12
4x+2y=20
x>-1
y<3
y>-3 (i have no idea what to do for this one lol)
solve by substitution
-4x+7y=-2
x=(-y-5)
please answer atleast one of them.!
22:34 |
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