Basic Truth Tables

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| Questions: 10
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1) P pp for p = T.

Explanation

Negation of True is False.

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About This Quiz
Basic Truth Tables - Quiz

True or false? Logic comes down to clarity. In this quiz, you’ll build and analyze basic truth tables, learning how statements and their negations interact. Try this quiz to build a strong foundation in mathematical logic.

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2) P ∧ q for p = T, q = T.

Explanation

T ∧ T = T.

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3) P ∧ q for p = T, q = F.

Explanation

T ∧ F = F.

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4) P ∨ q for p = F, q = F.

Explanation

F ∨ F = F (both false).

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5) P ∨ q for p = T, q = F.

Explanation

T ∨ F = T (at least one true).

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6) ¬(p ∨ q) for p = F, q = F.

Explanation

p ∨ q = F, so ¬(F) = T.

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7) ¬(p ∨ q) for p = T, q = F.

Explanation

p ∨ q = T, so ¬(T) = F.

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8) P ∨ ¬q for p = F, q = F.

Explanation

q = F → ¬q = T; F ∨ T = T.

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9) P ∨ ¬q for p = F, q = T.

Explanation

q = T → ¬q = F; F ∨ F = F.

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10) P ∧ pq for p = T, q = F.

Explanation

q = F → ¬q = T; T ∧ T = T.

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  • Oct 07, 2025
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P pp for p = T.
P ∧ q for p = T, q = T.
P ∧ q for p = T, q = F.
P ∨ q for p = F, q = F.
P ∨ q for p = T, q = F.
¬(p ∨ q) for p = F, q = F.
¬(p ∨ q) for p = T, q = F.
P ∨ ¬q for p = F, q = F.
P ∨ ¬q for p = F, q = T.
P ∧ pq for p = T, q = F.
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