Logic Grouping Flashcards by Jacob Moore

Q

If

A

Introduces Sufficient

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Q

When

A

Group 1: Introduces the Sufficient Condition

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Q

Where

A

Group 1: Introduces the Sufficient Condition

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Q

All

A

Group 1: Introduces the Sufficient Condition

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Q

Every

A

Group 1: Introduces the Sufficient Condition

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Q

Any

A

Group 1: Introduces the Sufficient Condition

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Q

The Only

A

Group 1: Introduces the Sufficient Condition

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Q

Anyone

A

Group 1: Introduces the Sufficient Condition

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Q

Whenever

A

Group 1: Introduces the Sufficient Condition

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Q

Only

A

Group 2: Introduces the Necessary Condition

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Q

Only if

A

Group 2: Introduces the Necessary Condition

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Q

Only when

A

Group 2: Introduces the Necessary Condition

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Q

Only where

A

Group 2: Introduces the Necessary Condition

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Q

Always

A

Group 2: Introduces the Necessary Condition

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Q

Requires

A

Group 2: Introduces the Necessary Condition

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Q

Must

A

Group 2: Introduces the Necessary Condition

Q

Only those

A

Group 2: Introduces the Necessary Condition

Q

Unless

A

Group 3: Pick one, negate it, make it the sufficient

Q

Until

A

Group 3: Pick one, negate it, make it the sufficient

Q

Or

A

Group 3: Pick one, negate it, make it the sufficient

Q

Without

A

Group 3: Pick one, negate it, make it the sufficient

Q

No

A

Group 4: Pick one, negate it, make it the necessary condition

Q

None

A

Group 4: Pick one, negate it, make it the necessary condition

Q

Not both

A

Group 4: Pick one, negate it, make it the necessary condition

Q

Never

A

Group 4: Pick one, negate it, make it the necessary condition

Q

Cannot

A

Group 4: Pick one, negate it, make it the necessary condition