Quantifiers

Question 1

___ is a conditional statement that can be diagrammed using the conditional arrow.

Answer 1

All

Question 2

All

Answer 2

Sufficient Condition

Question 3

What is the contrapositive of Zombie –> Eat Brains

Answer 3

Eat Brains –> Zombie (Both Marked Out)

Question 4

100%

Answer 4

All

Question 5

Over 50%

Answer 5

Most

Question 6

____ has no contrapositive and you cannot do the converse or inverse.

Answer 6

Most

Question 7

At least one or over 0%, doesn’t exclude the possibility of all.

Answer 7

Some

Question 8

A _____ relationship is reversible.

Answer 8

Some

Question 9

A some B
B some A
Are these the only options for some statements?

Answer 9

Yes

Question 10

___ is 0% and you use the “no torpedo diagram”

Answer 10

‘no’ none

Question 11

Not 100% but includes 0-99%

Answer 11

Not all

Question 12

If the sufficient condition of the all statement matches one of the terms in the some statement, then you can conclude a some relationship between the other terms. True or False

Answer 12

True

Question 13

If you do not have a match to the _____ _____ there is never a valid inference from combining all and some.

Answer 13

Sufficient condition

Question 14

In order to combine an all and a most statement the sufficient condition has to be the shared term. True or False

Answer 14

True