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Show that show that (R.) is a multiple of k (n.). = 0 k n gcd(n, k)* < < to prove the first line.

Show that ( left(begin{array}{l}n  kend{array}right) ) is a multiple of ( frac{n}{operatorname{gcd}(n, k)} ). sho

Show that show that (R.) is a multiple of k (n.). = 0 k n gcd(n, k)* < < to prove the first line. Write k = k I, and check that k() = n(R=1). k-1

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