Using the Boolean operator A || B, if A = false and B = true, what would the result be?a.)trueb.)false and truec.)falsed.)false or true

To solve this Boolean expression using the operator $A \, || \, B$, we can evaluate it step by step.

Break Down the Problem

1. We have two Boolean values:

   • $A = \text{false}$
   • $B = \text{true}$

2. We need to evaluate the expression $A \, || \, B$.

Relevant Concepts

• The operator $||$ (logical OR) returns true if at least one of the operands is true.
• Thus, we have: $A \, || \, B = \text{false} \, || \, \text{true}$

Analysis and Detail

1. Since $A$ is false and $B$ is true, we evaluate: $\text{false} \, || \, \text{true} = \text{true}$

Verify and Summarize

• The logical OR operation returns true whenever at least one operand is true. In this case, since $B$ is true, the entire expression evaluates to true.

Final Answer

The result of $A \, || \, B$ is (a) true.