Using Axioms & other Theorems to prove something 2. Theorems can also be proved through a series of Boolean transformations. For example, Theorem 3a can be solved the following way (trying to show yx+xx): = x(y + 1) = x(1) II distributivity axiom I Theorem 2a Il identity axiom yx + x Now, try to prove Theorem 3b using axioms and other theorems (assume all other theorems have been proven already). Be sure to make a comment next to each step telling us what theorem/axiom you are using. "It may be helpful to watch the Boolean Functions video ahead of time. (y +x)x