What are the number of rows needed in a compound proposition’s truth table?
To determine the number of rows needed in a compound proposition’s truth table, we need to consider the number of variables involved
To determine the number of rows needed in a compound proposition’s truth table, we need to consider the number of variables involved.
For a compound proposition with n variables, each variable can be in one of two states: either true or false. Therefore, there will be 2 possible truth values for each variable.
Since each variable has 2 possible truth values, the total number of possible combinations of truth values for all variables is 2^n.
Hence, the number of rows needed in a compound proposition’s truth table is 2^n, where n is the number of variables involved in the compound proposition.
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