Uzasadnij wzór 1/n - 1/n+1 = 1/n(n+1).
1/n - 1/n+1=--sprowadzam do wspólnego mianownika
1*(n+1)/n(n+1) - 1*n/n(n+1)=
= n+1 -n / n(n+1) =
= 1/n(n+1)
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1/n - 1/n+1=--sprowadzam do wspólnego mianownika
1*(n+1)/n(n+1) - 1*n/n(n+1)=
= n+1 -n / n(n+1) =
= 1/n(n+1)