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10 Nov 2019
Ideal in R[x]
prove if I is an ideal of R, then I[X] is an ideal of R[x]?
let R be an integral domaino. Let J be the elements of R[x]whose constant cofficient is equal to zero. Show that J is an idealthen show it is a prime ideal?
Ideal in R[x]
prove if I is an ideal of R, then I[X] is an ideal of R[x]?
let R be an integral domaino. Let J be the elements of R[x]whose constant cofficient is equal to zero. Show that J is an idealthen show it is a prime ideal?
Nestor RutherfordLv2
31 May 2019
