The truth value of the given logical expression is: ^False^.
The given expression is: not False <= True with p = True and q = False.
The precedence of operators is NOT (∼) > AND (∧) > OR (∨) > IMPLIES (→).
After substituting p and q with their values, the expression to evaluate is: not False <= True.
Substituting the given truth values, we get: not False <= True.
Evaluating the expression according to the precedence of operators.
The truth value of the given logical expression is: ^False^.
The given expression is: not True <= False with p = False and q = True.
The precedence of operators is NOT (∼) > AND (∧) > OR (∨) > IMPLIES (→).
After substituting p and q with their values, the expression to evaluate is: not True <= False.
Substituting the given truth values, we get: not True <= False.
Evaluating the expression according to the precedence of operators.
The truth value of the given logical expression is: ^True^.
The given expression is: not False <= False with p = False and q = False.
The precedence of operators is NOT (∼) > AND (∧) > OR (∨) > IMPLIES (→).