1. Which of the following best describes conditional statement?
A. accepting the meaning of a term without definition
B. also called an if-then statement with a hypothesis followed by a conclusion
C. defining mathematical terms in relation to physical objects
D. using logic to draw conclusions based on accepted statements
2. What do you call the underlined portion in this conditional statement:
“If you are a good citizen, then you obey traffic rules.”
A. argument C. hypothesis
B. conclusion D. the converse
3. Which of the following is a valid conclusion for the given hypothesis: if EM
bisects ⦟DEL, then_______________________. ?
A. ⦟MED ⦟DEL C. ⦟LEM ⦟DML
B. ⦟DEM ⦟LEM D. ⦟LDM ⦟EML
4. Which of the following is the hypothesis and the conclusion of the statement:
“If it is 7:30 AM, then it must be daytime”?
A. Hypothesis: If it is 7:30 AM.
Conclusion: Then it must be daytime.
B. Hypothesis: If it is daytime.
Conclusion: Then it must be 7:30 AM.
C. Hypothesis: It must be 7:30 AM.
Conclusion: It must be daytime.
D. Hypothesis: It is 7:30 AM.
Conclusion: It must be daytime.
5. If m⦟R + m⦟M =
, then ____________ ?
A. ⦟R ⦟M C. ⦟R and ⦟M are complementary
B. ⦟R and ⦟M are right angles D. ⦟R and ⦟M are supplementary

Plsss help