1. Given the following function, g = xy' + yz' + x'yz (a) Write a SOP expression for g in sort-hand (numerical) notation. (b) Derive a canonical SOP expression for g'.
2. Given the following function in canonical SOP form, h = a'bc' + a'bc + ab'c + abc' + abc use Boolean algebra to simplify h down to a minimum SOP expression that contain only 2 terms and 3 literals.