20 Jun
2012
20 Jun
'12
6:16 p.m.
In response to Stuart Anderson's question regarding subject: 1 = (n + n) / (n + n) 2 = (n / n) + (n / n) 3 = (n + n + n) / n 4 = (n - .nr) / (.nr + .nr) 5 = (n + .nr) / (.nr + .nr) 6 = (n + n) / SQRT ((.nr) (n)) 7 = (n - .nr - .nr) / .nr 8 = (n - .n - .n) / n 9 = (n + .nr - .nr) / .nr 10 = (n + .n - .n) / .n 11 = (n + .nr + .nr) / .nr 12 = (n + .n + .n) .n Where .nr = repeating decimal. R. Wainwright