Complete the following laws of boolean algebra
(a) T =
(b) ┴ =
(c) –a =
(d) a ∧ b =
(e) a∨b =
by adding the simplest right side that uses only the following symbols (in any quantity)
(v) – ∧ a b c ( )
(w) – ∨ a b c ( )
(x) – ≤ a b c ( )
(y) + ≤ a b c ( )
(z) – if then else a b c ( )
This is what I have so far:
aw) T = a v -a
bv) ┴ = a ^ -a
I'm not sure how to do the rest. Can someone help me?
(a) T =
(b) ┴ =
(c) –a =
(d) a ∧ b =
(e) a∨b =
by adding the simplest right side that uses only the following symbols (in any quantity)
(v) – ∧ a b c ( )
(w) – ∨ a b c ( )
(x) – ≤ a b c ( )
(y) + ≤ a b c ( )
(z) – if then else a b c ( )
This is what I have so far:
aw) T = a v -a
bv) ┴ = a ^ -a
I'm not sure how to do the rest. Can someone help me?