in the space R2 on the field R Prove that everyone M = {(x, y): x + 2y = 0} %3D %3D N = {(x,y): 5x + y = 0} %3D %3D Subspace then find MON

Elements Of Modern Algebra
8th Edition
ISBN:9781285463230
Author:Gilbert, Linda, Jimmie
Publisher:Gilbert, Linda, Jimmie
Chapter8: Polynomials
Section8.3: Factorization In F [x]
Problem 9E: Let be a field. Prove that if is a zero of then is a zero of
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in the space R² on the field R Prove that everyone
M = {(x,y): x + 2y = 0}
%3D
%3D
N = {(x, y): 5x + y = 0}
%3D
%3D
Subspace then find MON
Transcribed Image Text:in the space R² on the field R Prove that everyone M = {(x,y): x + 2y = 0} %3D %3D N = {(x, y): 5x + y = 0} %3D %3D Subspace then find MON
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