Hint | Answer | % Correct |
---|---|---|
∨ | Disjunction, "or" | 83%
|
R | Real Numbers | 83%
|
C | Complex Numbers | 72%
|
∧ | Conjunction, "and" | 72%
|
Δ | Delta | 72%
|
∫ | Integral / antiderivative | 72%
|
∇ | Nabla / Del | 72%
|
N | Natural Numbers | 72%
|
Q | Rational Numbers | 72%
|
≡ | Congruent, identically equal | 67%
|
Z | Integers | 67%
|
¬ | Negation, "not" | 67%
|
∑ | Summation | 67%
|
∪ | Union | 56%
|
∩ | Intersection | 50%
|
→, ⇒ | Material conditional, "implies" | 50%
|
∀ | Universal Quantification, "for all" | 50%
|
⊂ | Set / Proper Subset | 44%
|
⊆ | Subset | 39%
|
∏ | Product | 33%
|
⇔ | Logical Equivalent, "if and only if" | 28%
|
↔ | Biconditional | 22%
|
∉ | "is not an element of" | 22%
|
∂ | Partial derivative, Boundary of a topological subspace | 22%
|
H | Quaternions | 22%
|
∈ | Set Membership, "is an element of" | 22%
|
∮ | Contour Integral | 17%
|
⊕, ⊻ | Exclusive disjunction, "xor" | 17%
|
∬, ∯ | Surface Integral | 17%
|
⊤ | Down Tack / Verum | 6%
|
∃ | Existential Quantification, "There exists ... such that" | 6%
|
⊥ | Up Tack / Falsum | 6%
|
⊔ | Disjoint Union | 0%
|
⊖ | Symmetric difference | 0%
|
∃! | Uniqueness Quantification, "There exists exactly one ... such that" | 0%
|
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