Given a ring (R, +, )> an element r R is called idempo- tent when r2

Question:

Given a ring (R, +, •)> an element r ∈ R is called idempo- tent when r2 = r. lf n ∈ Z+ with n > 2, prove that if k ∈ Zn and k is idempotent, then n - k + 1 is idempotent.
Fantastic news! We've Found the answer you've been seeking!

Step by Step Answer:

Question Posted: