-(B&C)«›A&CvB

It seems you've provided a logical expression involving logical operators. Let's break it down:

The expression appears to include:

• Negation (¬ or -)
• Conjunction (AND, represented by &)
• Disjunction (OR, represented by v)
• Implication does not seem explicitly defined in your expression.

To clarify, your expression is written as:

-(B & C) ≡ A & C v B

Let's try to simplify or analyze this further.

1. Negation: The negation applies to the expression (B & C), meaning we consider the opposite of B AND C being true.
2. Conjunction (AND): B & C is true when both B and C are true.
3. Disjunction (OR): The term A & C v B means that it can be either true when both A and C are true or when B is true.

To analyze the truth values of this expression:

• The left side, -(B & C), is true when either B or C is false (or both).
• The right side evaluates to true when either A and C are both true or B is true.

If you want to analyze or further simplify this logical expression or if you need more information (like truth tables, implications, etc.), please specify!