express k in terms of n
k(n - 1) / [k(1 - n) - 1] = (2 - n) / n
would u please show working
thank u
k(n - 1) / [k(1 - n) - 1] = (2 - n) / n
would u please show working
thank u
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k(n - 1) / [k(1 - n) - 1] = (2 - n) / n
kn(n - 1) = (2 - n)[k(1 - n) - 1] = k(2 - n)(1 - n) + n - 2
kn(n - 1) - k(2 - n)(1 - n) = n - 2
k[n(n - 1) - (2 - n)(1 - n)] = n - 2
k = (n - 2) / [n(n - 1) + (2 - n)(n - 1)] = (n - 2) / [(n - 1)(n + 2 - n)]
k = (n-2) / 2(n - 1)
kn(n - 1) = (2 - n)[k(1 - n) - 1] = k(2 - n)(1 - n) + n - 2
kn(n - 1) - k(2 - n)(1 - n) = n - 2
k[n(n - 1) - (2 - n)(1 - n)] = n - 2
k = (n - 2) / [n(n - 1) + (2 - n)(n - 1)] = (n - 2) / [(n - 1)(n + 2 - n)]
k = (n-2) / 2(n - 1)