AnswersFL-1206310-Geometry A - FlexConditional Statements and Equivalence

Conditional Statements and Equivalence Answers

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1
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Converse:

A
If a line is vertical then it has an undefined slope.
B
If a line has an undefined slope, then it is a vertical line.
C
If a line is not vertical then it does not have an undefined slope.
D
If a line does not have an undefined slope, then it is not a vertical line.
2
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Inverse:

A
If a line is vertical then it has an undefined slope.
B
If a line has an undefined slope, then it is a vertical line.
C
If a line is not vertical then it does not have an undefined slope.
D
If a line does not have an undefined slope, then it is not a vertical line.
3

Determine the truth value of the given conditional statement.Given: If 3 is an even number, then 5 + 3 = 8.

A
A true statement implies a true statement, so the conditional statement is true.
B
A true statement implies a false statement, so the conditional statement is true.
C
A false statement implies a true statement , so the conditional statement is true.
D
A false statement implies a true statement , so the conditional statement is false.
5

Given the statement "If a line is horizontal, then it has slope equal to zero,” what is its contrapositive?

A
If a line is horizontal, then it has zero slope.
B
If a line has zero slope, then it is a horizontal line.
C
If a line is not horizontal, then it does not have zero slope.
D
If a line does not have zero slope, then it is not a horizontal line.
6

Based on the diagram, which is a true statement?

A
If a student plays in the band, then he/she is an honor student.
B
If a student is an honor student, then he/she plays in the band.
C
If a student is not an honor student, then he/she cannot play in the band.
D
If a student is an honor student, then he/she may also be a band member.

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