k2 4. If the integer n > 1 has the prime factorization n = p' p ... přr, use Problem 3 to establish the following: (d) Edn dµ(d) = (1 – pi)(1 – p2) · · · (1 – p,).


k2<br>4. If the integer n > 1 has the prime factorization n = p' p ... přr, use Problem 3 to<br>establish the following:<br>(d) Edn dµ(d) = (1 – pi)(1 – p2) · · · (1 – p,).<br>

Extracted text: k2 4. If the integer n > 1 has the prime factorization n = p' p ... přr, use Problem 3 to establish the following: (d) Edn dµ(d) = (1 – pi)(1 – p2) · · · (1 – p,).

Jun 04, 2022
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