Converse
Inverse
Contrapositive/Valid or Not?
Inductive and Deductive reasoning
Biconditional statements
100

What is the converse of this statement? Original: If the beach ball pops, Then it is flat.

If it is flat, Then the beach ball popped.

100

If Gummy Bears are Gummy, Then they must be made by Haribo. What is the inverse of this statement?

If Gummy Bears are NOT Gummy, Then they are NOT made by Haribo.

100

If the sun is shinning, then we are not watching tv. What is the contrapositive?

If we are watching tv, Then the sun is NOT shinning.

100

Find the next item in each pattern. March, May, July, …

What is September?

100

What is the definition of Biconditional statement?

A statement that contains the phrase "if and only if"

200
What do you do to the statement when you are using the Converse method?
Switch
200

What is the definition of Inverse?

Formed when you negate the hypothesis and trhe conclusion.

200
What is the definition of contrapositive?
Formed by negating the hypothesis and conclusion and switching the hypothesis and the conclusion.
200

Complete each conjecture. The product of two even numbers is −−− ? .

What is even?
200

What is this biconditional statements conditional statement? An angle is a straight angle IF AND ONLY IF its measure is 180 degrees.

If an angle is a straight angle, then its measure is 180 degrees.

300

What is the definition of Converse?

Formed by switching the hypothesis and the conclusion of Converse?

300

What do you do to the statement when you use the inverse method?

Negate the hypothesis and the conclusion.

300

Determine if each conjecture is valid by the Law of Syllogism.

Given: If a figure is a square, then the figure? is a rectangle. If a figure is a square, then it is a parallelogram. 

Conjecture: If a figure is a parallelogram, then it is a rectangle.

What is invalid?

300

What is inductive reasoning?

Inductive reasoning is when you use a process that includes looking for patterns and making conjectures.

300

What is the difference between a Biconditional statement and a Conditional statement?

A Biconditoional statement has the phrase "if and only if" and a Conditional statement is a logical statement that has two parts(hypothesis and a conclusion).

400
If the sun is shinning, Then we are not watching tv. What is the converse of this statement??
If we are watching tv, Then the sun is not shinning.
400

If the sun is NOT shinning, Then we are NOT inside watching tv. What is the Inverse of this statement?

If the sun is shinnig, Then we are inside watching tv.

400

Determine if each conjecture is valid by the Law of Syllogism.

Given: If you fly from Texas to California, you travel from the central to the Pacific time zone. If you travel from the central to the Pacific time zone, then you gain two hours. 

Conjecture: If you fly from Texas to California, you gain two hours

What is valid?
400

Indicate whether the following argument is inductive or deductive reasoning.All swans we have seen have been white; therefore the next swan we see will be white. _______

inductive reasoning

400

What is included in a Biconditional statement?

The phrase "if and only if"

500

If my allowance increases, Then I can save more money. What is the converse of this statement?

If i can save more money, Then my allowance increased/increases.

500

If the statement is correct, Then i am the best. What is the inverse of this statment?

If the statement is NOT correct, Then i am NOT the best.

500

Draw a conclusion from the given information. 

Given: If you leave your car lights on overnight, then your car battery will drain. If your battery is drained, your car might not start. Alex left his car lights on last night.

What is 'Alex's car might not start?'?

500

Indicate whether or not this staement is inductive or deductive reasoning?The sun is a star; the sun has planets; therefore some stars have planets.__________

Deductive reasoning

500

What is the conditional statement, converse AND biconditional statement of the following?

“I say what I mean” and “I mean what I say”

CS: If I say what I mean, then I mean what I say.

C: If I mean what I say, I say what I mean.

BC: I say what I mean if and only if I mean what I say.

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