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2.27 It can be shown (see any book on number theory) that if gcd(m,n) d(mn) d(n)d(n). Using this property, the property developed in the preceding
2.27 It can be shown (see any book on number theory) that if gcd(m,n) d(mn) d(n)d(n). Using this property, the property developed in the preceding problem, and the property that (p) p-1 for p prime, it is straightforward to determine the value of (n) for any n. Determine the following , (29) 1 then b, (51) (455) d. (616)
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