it is a ET 540 question

Boolean Algebra Name: 1) a +0 - 2) a-1 - 3) a 0 4) a +1 - 5) a+a' 6) a-a' 7) a+a 8) aa- 9) (a')' - 10) ab + ab' 11) a + a'b = 12) a + ab 13) (a+b) = (a + b) 14) (a:b)' - (a.b) 15) a'b'+a'b + ab + ab = 16) Simply the following Boolean Equation: x'yz' + x'yz + xyz xyz + xyz xy'z + xyz + xyz 17) Simply the following Boolean Equation: x'yz + xyz + xy 18) Fill in truth table's value in the following table. 19) Write down Minterm expression of the f function, and show the Sum of Product (SOP) of the f function, and simply it with Boolean Algebra 20) Write down Minterm expression of the f function, and show the Sum of Product (SOP) of the f function, and simply it with Boolean Algebra f ABC 000 Minterm 0 1 2 3 4 5 6 7 f 0 1 1 1 1 1 0 0