Conditional and Biconditional Statements

Identify the hypothesis of this conditional statement:
If Jimmy goes on vacation, then he will go to Orlando.

• Jimmy will go to Orlando
• Jimmy goes on vacation
• Jimmy will go to Orlando
• Who is Jimmy?

Identify the conclusion to the statement
If you like fried chicken, then you like KFC.

• You like fried chicken
• You only like fried chicken from KFC
• You like KFC
• You hate KFC

Tags

CCSS.HSS.CP.B.6

Identify the hypothesis of this conditional:
If Sally goes to the park, then she will fall off the swing.

• Sally goes to the park.
• Sally will fall off the swing.
• Parks don't have swings that Sally goes to.
• If Sally falls off the swing, she goes to the park.

Identify the conclusion to the following:
If Spencer wins his soccer game, then he will be happy.

• Spencer is happy
• Spencer is not happy
• Spencer lost his game.
• Spencer is not happy if he does not win his soccer game.

Is the following statement true?
If I like animals, then I will get a dog.

• Yes
• You can get another animal.  Its true!
• False.  you can get a cat.
• I don't like animals

Tags

CCSS.HSS.CP.A.3

CCSS.HSS.CP.B.6

Is the given statement true:
If the chair is empty, then class is not in session.

• True.  Class can't happen if a chair isn't occupied.
• False.  Someone could be absent.
• True. Nobody sits down so we don't do work.
• True.  There are no chairs here, so the hypothesis is true.

Tags

CCSS.HSS.CP.B.6

Which is a counterexample for the following conditional:
If an electronic device has a screen then it is a television.

• television
• cell phone
• computer mouse
• keyboard

Tags

CCSS.HSS.CP.A.5

What does  
~q -> ~p symbolize?

• Conditional Statement
• Converse
• Inverse
• Contrapositive

What does
p -> q symbolize?

• Conditional Statement
• Inverse
• Converse
• THIS IS A GEOMETRY CLASS!!! GIVE ME NUMBERS!

What does
~p -> ~q symbolize?

• Conditional Statement
• Inverse Statement
• Converse Statement
• Contrapositive Statement