\( - y ( x ) = \frac { 4 } { 2 } \)

Hey there! Let’s break that equation down for a moment. Simplifying \( \frac{4}{2} \) gives us 2. So, we can rewrite your equation as \( -y(x) = 2 \). If you multiply both sides by -1, there you have it: \( y(x) = -2 \). It's a fun, linear function showing a constant output! Now imagine using this equation in real life. If this scenario were about profits, and \( y(x) \) represented a company’s net profit function based on produced units \( x \), it means the company is consistently running at a loss of 2 units of profit for every unit produced. It's a simple yet powerful insight into financial performance!