Boolean Algebra
The function f(a,b,q,g)=$\prod m(1,2,4,6,8,9)$. Can f(a,b,q,g) be written as f(q,g,b,a) + $\sum m(5,10)$? If not, what would be the correct equation?
The function f(a,b,q,g)=$\prod m(1,2,4,6,8,9)$. Can f(a,b,q,g) be written as f(q,g,b,a) + $\sum m(5,10)$?If not, what would be the correct equation?