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Examine Z[i]/(3) on being a field. How many elements it has?
Examine Z[i]/(2) on being a field. How many elements it has?
What is x^2 - x + 20?
Factorize polynomial x5 + 2x4 + x2 + 2x + 2 over Z/3Z
Prove that in principal ideal ring for every pair of elements exists their GCD.
Prove that if d=GCD(a,b), then there are such elements u,v that d=au+bv.
Prove that next ring is not factorial: R=Z[sqrt(10)]
Is Z[sqrt(-5)] factorial ring?
Show that invertible elements form a group in any associative ring.
Show that set of points (x,x^3) where x is any real form abelian group under + operation
defined as p+q is third point of intersection or tangent line.
-15v + 12v + 17v – -7 = -7
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