MyWikiBiz, Author Your Legacy — Wednesday September 10, 2025
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, 03:22, 11 May 2008
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| </center> | | </center> |
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− | The following forms of words are useful when it comes to articulating the details of the picture. | + | The following language is useful in describing the facts represented by the venn diagram. |
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| * The universe of discourse is a set, <math>X,\!</math> represented by the area inside the large rectangle. | | * The universe of discourse is a set, <math>X,\!</math> represented by the area inside the large rectangle. |
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− | * The Boolean domain is a set of two elements, <math>\mathbb{B} = \{ 0, 1 \},</math> represented by the two distinct shadings of the regions inside the rectangle. | + | * The boolean domain is a set of two elements, <math>\mathbb{B} = \{ 0, 1 \},</math> represented by the two distinct shadings of the regions inside the rectangle. |
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| * According to the conventions observed in this context, the algebraic value 0 is interpreted as the logical value <math>\operatorname{false}</math> and represented by the lighter shading, while the algebraic value 1 is interpreted as the logical value <math>\operatorname{true}</math> and represented by the darker shading. | | * According to the conventions observed in this context, the algebraic value 0 is interpreted as the logical value <math>\operatorname{false}</math> and represented by the lighter shading, while the algebraic value 1 is interpreted as the logical value <math>\operatorname{true}</math> and represented by the darker shading. |