Question

( (a) F(u, y)=bar{n}+y )
( (b) F(x, y)=n y^{prime} )
and solve
asceming.
( x=alpha )
( y=beta )
( frac{bar{alpha}+y}{x y^{-}}=frac{frac{-bar{b}}{q}}{frac{c}{bar{q}}} ) cruss mulfipulg
( Rightarrow frac{-b q}{a^{2}}=frac{-b c}{a c} )
( =frac{d^{3} C}{d^{2}-b c^{2}} )

# Find the sum of Products of Expansions of the Boolean functions. F (2,4)= š ty. 26) F (x,y) = x9

Solution