What is the sequence priority when evaluating a logical expression?

In evaluating a logical expression, the correct sequence priority is notable for its significance in defining how different logical operators interact with one another. The sequence outlined by the correct answer follows the established precedence rules in logical operations.

The "NOT" operator has the highest priority and acts as a unary operator that negates the truth value of a single expression. This means that any expression needing evaluation that contains "NOT" will be processed first, effectively transforming true statements into false ones, and vice versa.

Following "NOT," the "AND" operator takes precedence. This binary operator assesses the truth of two statements, and both conditions must be true for the entire expression to evaluate as true. This operator binds expressions more tightly than "OR," ensuring that any conjunctions are resolved before moving on to disjunctions.

Finally, the "OR" operator has the lowest priority. It evaluates whether at least one of two given conditions is true. If either of the conditions is true, the entire expression evaluates as true; however, in terms of logical precedence, this operator is evaluated last.

Understanding this order is crucial for developing logical expressions accurately within programming, as incorrect evaluations may lead to unexpected outcomes or errors in logic.