 |
|
| Browse | Ask | Answer | Search | Join/Login |
|
|
||||
|
Are these polynomials irreducible over Z ?
Is it true that polynomials of the form :
where are irreducible over the ring of integers Eisenstein's criterion , Cohn's criterion , and Perron's criterion cannot be applied to the polynomials of this form. Example : The polynomial |
||||
Check out some similar questions!
Are these polynomials irreducible over integers ?
[ 2 Answers ]
Is it true that polynomials of the form : f_n= x^n x^{n-1} \cdots x^{k 1} ax^k ax^{k-1} \cdots a where \gcd(n 1,k 1)=1 , a\in \mathbb{Z^{ }} , a is odd number , a>1, and a_1\neq 1 are irreducible over the ring of integers \mathbb{Z}? Eisenstein's criterion , Cohn's criterion , and...
Graphing polynomials
[ 1 Answers ]
graph the polynomial and clearly label the values for the terms that you defined. y=x^6+3x^4-2x^3-6 terms roots domain range
Roots of polynomials
[ 9 Answers ]
Need to find the roots of : 1) ( z^4)+(4z^2)+16=0 2) (z+i)^5-(z-i)^5=0 thanks :)
Polynomials over intezers
[ 2 Answers ]
find the middle term of the expansion of (x/y + y/x) to the power of 8
Polynomials
[ 6 Answers ]
f(x)=18-21x+3x^3 what is the domain and the range
View more questions Search
| Question Tools | Search this Question |
Add your answer here.
|
