using python

Part a: Evaluating Booleans Write a program that reads in true/false values for the variables a, b, and c and evaluates the following Boolean expressions. Your program should thus read in 3 True/False values, and should output 8 values 1) a and b and o 2) a or b or c 3) not (a and not b) or (not c and b)) and (not b) or (not a and b and not c) or (a and not b) 4) not ((b or not c) and (not a or not c)) or (not (c or not (b and c))) or (a and not c) and (not a or (a and b and c) or (a and ((b and not c) or (not b))) Part b: Writing Boolean expressions Extend the program above to write Boolean expressions that meet the following criteria: 5) s true if just one of a or b is true, but not if both are true or both or false (Note: this is also called an "exculsive or" between a and b.) 6) s true if an odd number (i.e. exactly 1 or 3) of the variables a, b, and c is true, and is false otherwise. Part c: Simplifying Booleans Extend the program from above, but try to create simpler versions of complex Boolean expressions that still give the same results 7) For the expression #3, try to provide a simpler version 8) Likewise for the expression #4 Hint: There are 2 possible values for each of A, B, and C. Any expression that evaluates the same for all possible combinations of True/False of those values is an equivalent Boolean expression