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Symbolic Logic : Predictions & Quantifiers

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Example Questions

Example Question #1 : Predictions & Quantifiers

Which of the following symbols is a "quantifier"?

Possible Answers:

$\therefore$

$\Rightarrow$

$\lnot$

$\forall$

Correct answer:

$\forall$

Explanation:

Symbolic logic describes English statements using mathematical symbols. These mathematical symbols can be categorized into five areas.

I. Predicates: , $\perp$

II. Terms: Terms are the variables that represents the objects and constants of a statement.

III. Quantifiers: $\forall$ , $\exists$

IV. Punctuation: (,)

V. Connectives : $\&$ , $\vee$ , $\wedge$ , $\Rightarrow$ , $\Leftrightarrow$ , $\lnot$ , $\rightarrow$

This particular question asks to identify the "quantifier".

Since there are only two symbols that are categorized as "quantifiers", $\forall$ and $\exists$ ,and the "for all" symbol $(\forall)$ is the only one present in the answer choices, that is the correct answer.

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Example Question #1 : Predictions & Quantifiers

Which of the following symbols is a "quantifier"?

Possible Answers:

$\therefore$

$\lnot$

$\exists$

$\Rightarrow$

Correct answer:

$\exists$

Explanation:

Symbolic logic describes English statements using mathematical symbols. These mathematical symbols can be categorized into five areas.

I. Predicates: , $\perp$

II. Terms: Terms are the variables that represents the objects and constants of a statement.

III. Quantifiers: $\forall$ , $\exists$

IV. Punctuation: (,)

V. Connectives : $\&$ , $\vee$ , $\wedge$ , $\Rightarrow$ , $\Leftrightarrow$ , $\lnot$ , $\rightarrow$

This particular question asks to identify the "quantifier".

Since there are only two symbols that are categorized as "quantifiers", $\forall$ and $\exists$ ,and the "exists" symbol $(\exists)$ is the only one present in the answer choices, that is the correct answer.

Report an Error

Example Question #2 : Predictions & Quantifiers

Which of the following symbols "predicates"?

Possible Answers:

$\forall$

$\wedge$

$\exists$

$\vee$

Correct answer:

Explanation:

Symbolic logic describes English statements using mathematical symbols. These mathematical symbols can be categorized into five areas.

I. Predicates: , $\perp$

II. Terms: Terms are the variables that represents the objects and constants of a statement.

III. Quantifiers: $\forall$ , $\exists$

IV. Punctuation: (,)

V. Connectives : $\&$ , $\vee$ , $\wedge$ , $\Rightarrow$ , $\Leftrightarrow$ , $\lnot$ , $\rightarrow$

This particular question asks to identify the "quantifier".

Since there are only two symbols that are categorized as "predicates", and $\perp$ ,and the "equal" symbol (=) is the only one present in the answer choices, that is the correct answer.

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Symbolic Logic : Predictions & Quantifiers

Study concepts, example questions & explanations for Symbolic Logic

All Symbolic Logic Resources

Example Questions

Example Question #1 : Predictions & Quantifiers

Example Question #1 : Predictions & Quantifiers

Example Question #2 : Predictions & Quantifiers

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