Question 1 1 puntos You run a program that has the line of code below and get the output True. print (a and b or c) Select the boolean value of each: a: [ Select) > b: [Select) > C: Select] borc: [Select] > a and c: [Select ] 1 puntos D Question 2 You run a program that has the line of code below and get the output True. print (a and bor c and b) Select the boolean value of each: [Select] > a and b: [Select borc: [ Select > c and b: [Select) 1 puntos Question 3 You run a program that has the line of code below and get the output True. print (a or borc and a) Select the boolean value of each: Select) a: b: [Select] c: [Select) a and b: [ Select] borc: [ Select] > cand a: [ Select ] 1 puntos Question 4 You run a program that has the line of code below and get the output True. print(a or not borc and not a) Select the boolean value of each: a: False not b: Select) C: [ Select) c and b: [Select) > 1 puntos Question 5 You run a program that has the line of code below and get the output True. print (a and not b and c or not a) Select the boolean value of each: a: [Select] > not b: Select] c and b: [Select] 1 puntos Question 6 Based on what you have learned, what is the order of precedence for logical operators? O and, not, or O not, or, and O or, and, not O and, or, not O not, and, or or not, and They have the same precedence and execute left to right. 1 puntos Question 7 You are writing a program that asks three yes or no questions to the user and the program behaves differently depending on the combination of their answers. What is the minimum number of compound conditional expressions that you need? 09 O 3 o 8 00 06 1 puntos Question 8 You are competing with a friend to write the most efficient solution to the following problem: Write a program that will correctly determine two boolean values, a and b. by asking the user for the results of compound logical comparisons between them. Each of your questions must use and and or at least once. Output the boolean values of a and b. Example question: and b and or b and b and a and or b? You were able to figure it out by asking only three questions, but your friend claims that they got it to work by only asking two. O It's impossible to solve it correctly with only two questions because it requires compound expressions. The range of possible scenarios for the values is too great to be able to accurately determine the values of a and b with only two questions. It's not even possible to solve it correctly with only three questions - you need at least four because of the range of possible outcomes. It is possible to solve it with only two questions. O It's impossible to solve it correctly with only two questions because it requires compound expressions. The range of possible outcomes for the questions is too great to be able to accurately determine the values of a and b with only two questions