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Solved: (4) Let F Be A Field And Let A, B E F With A 0. Show That Fx/axb)F

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(4) Let F be a field and let a, b E F with a 0. Show that Fx/axb)F



(4) Let F be a field and let a, b E F with a 0. Show that Fx/axb)F

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F [x]/ < ax + b > = {m + < ax + b > /m elementof F} Consider phi: F rightarrow F [x]/ < ax + b > phi (m) = m + < ax + b > phi is a ring Homo - morphi

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