b. Prove that the integer 359,240,758 cannot be a perfect quartic. (i.e. fourth power) that 250 758 Ppose

Elements Of Modern Algebra
8th Edition
ISBN:9781285463230
Author:Gilbert, Linda, Jimmie
Publisher:Gilbert, Linda, Jimmie
Chapter6: More On Rings
Section6.1: Ideals And Quotient Rings
Problem 19E: 19. Let and be nonzero integers. Prove that if and only if divides .
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b. Prove that the integer 359,240,758 cannot be a perfect quartic. (i.e. fourth
power)
the
200,758
pposs
240, 758
(359 20, 75%
137.67
Transcribed Image Text:b. Prove that the integer 359,240,758 cannot be a perfect quartic. (i.e. fourth power) the 200,758 pposs 240, 758 (359 20, 75% 137.67
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