"x1x20" - 1 õppematerjal

DISKMAT KODUTÖÖ 2015

(xx 1xx 2xx 4 v x1x2xx 4 v x1x4) (x1x4) = ((x1 v x2 v x4) (xx 1 v xx 2 v x4) (xx 1 v xx 4)) (xx 1 v xx 4) v (xx 1xx 2xx 4 v x1x2xx 4 v x1x4) (x1x4) = (x1xx 2 v xx 1x2 v x4)(xx 1 v xx 4) v x1x4 = x1xx 2xx 4 v xx 1x2 v xx 1x2xx 4 v xx 1x4 v x1x4 = x1xx 2xx 4 v xx 1x2 v xx 1x4 v x1x4 10.4.x4 järgi: f = f(x1,x2,x3,0)  f(x1,x2,x3,1) = (xx 1xx 21 v xx 1x3 v x1x21 v x1xx 30 v x31)  (xx 1xx 20 v xx 1x3 v x1x20 v x1xx 31 v x30) = (xx 1xx 2 v xx 1x3 v x1x2 v x3)  (xx 1x3 v x1xx 3) = (xx 1xx 2 v x1x2 v x3)  (xx 1x3 v x1xx 3) = (xx 1xx 2 v x1x2 v x3) (xx 1x3 v x1xx 3) v (xx 1xx 2 v x1x2 v x3) (xx 1x3 v x1xx 3) = ((xx 1xx 2) (x1x2) (x3)) (xx 1x3 v x1xx 3) v (xx 1xx 2 v x1x2 v x3) ((xx 1x3) (x1xx 3)) = ((x1 v x2) (xx 1 v xx 2) (xx 3)) (xx 1x3 v x1xx 3) v (xx 1xx 2 v x1x2 v x3) ((x1 v xx 3) (xx 1 v x3)) = ((x1xx 2 v xx 1x2) xx 3) (xx 1x3 v x1xx 3) v (xx 1xx 2