Question 1 A) Which of the following has a specific definition in geometry? (1 point) a plane a ray a point a line Question 2 A) True or false: Axioms and postulates are statements that are accepted as true because they have been proven using logic and deductive reasoning

Question 1 A) Which of the following has a specific definition in geometry? (1 point) a plane a ray a point a line Question 2 A) True or false: Axioms and postulates are statements that are accepted as true because they have been proven using logic and deductive reasoning. (1 point) This statement is false. Axioms and postulates are statements that are accepted as true without proof. This statement is false. Axioms and postulates are statements that have not been shown to be true or false. This statement is true. This statement is false. Axioms and postulates are statements that are discarded as false because they have been disproved. : Question 3 Question 3 A) True or false: Supporting evidence refers to examples that can be used to help visualize why a statement is true. (1 point) This statement is false. Supporting evidence refers to examples that prove a statement is true. This statement is false. Supporting evidence refers to examples that can be used to help visualize why a statement is false. This statement is false. Supporting evidence refers to examples that prove a statement is false. This statement is true. Question 4 A) Which of the following is a counterexample of the statement "The sum of an odd number and an even number is always positive"? (1 point) −4 + 3 = −1 −2 + 5 = 3 1+0=1 1+2=3 : Question 5 Question 5 A) Which of the following is a counterexample for the claim that −− √x2 = x? (1 point) x = −1 x=0 x=1 : x=2