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PhyAmateur
- 105
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What is $$ (a \wedge b)(c\wedge d)(e \wedge f)(g \wedge h) $$ equal to?
PhyAmateur said:just to know how wedges act
Evaluating $$ (a \wedge b)(c\wedge d)(e \wedge f)(g \wedge h) $$ means determining the truth value of the expression by substituting values for each variable and applying the logical operator "and" (∧).
The purpose of evaluating $$ (a \wedge b)(c\wedge d)(e \wedge f)(g \wedge h) $$ is to determine whether the expression is true or false, based on the given values for each variable and the logical operator used.
To evaluate $$ (a \wedge b)(c\wedge d)(e \wedge f)(g \wedge h) $$, substitute values for each variable and apply the "and" operator (∧) to each sub-expression, starting from the innermost parentheses and working your way outwards.
Yes, you can use any values for the variables as long as they are consistent with the defined logical operators. For example, if the logical operator is "and" (∧), the values for each variable must be either "true" or "false".
If you use incorrect values for the variables, the expression may result in an incorrect truth value. For example, if the logical operator is "and" (∧) and you use a value of "true" for one variable and "false" for another, the expression will evaluate to "false".