Transforming a statement into a equivalent IF-Then Statement

What do you call the part of a conditional statement that follows “if” when written in if-then form?

• conclusion

• hypothesis

• converse

• inverse

What do you call the part of a conditional statement that follows “then” when written in if-then form?

• conclusion

• hypothesis

• converse

• inverse

An if-then statement is in the form, _____________.

• If q, then q

• If p, then p

• If q, then p

• If p, then q

Which of the following statements is true?

• If ∠ 1 has a measure of 70°, then ∠ 1 is acute.

• If ∠ 1 has a measure of 180°, then ∠ 1 is right.

• If ∠ 1 has a measure of 95°, then ∠ 1 is acute.

• If ∠ 1 has a measure of 90°, then ∠ 1 is obtuse.

If N is between M and O, then MN + NO = MO. What do you call the underlined portion in this conditional statement?

• conclusion

• hypothesis

• converse

• inverse

If an angle is obtuse, then its measure is greater than 90 ֯ but less than 180֯ . What is the truth value of the conditional statement?

• False

• True

• Not enough information was given

• None of the above

If the weather is nice, then I will play outside. What do you call the underlined portion in this conditional statement?

• conclusion

• hypothesis

• converse

• inverse

The if-then form of the statement, “Parallel lines never intersect,” is:

• If two lines are parallel, then they never intersect.

• If two lines are not parallel, then they intersect.

• If two lines intersect, then they are not parallel.

• If two lines intersect, then they are parallel.

Convert the statement into an if-then form, “Join this fitness program and you will lose weight”.

• If you join this fitness program, then you will lose weight.

• If you join this fitness program, you will lose weight.

• Join this fitness program and you will lose weight.

• You join this fitness program, then you will lose weight.

If a=b and b=c, then _______

• a = c

• a > c

• a ≠ c

• a < c