Step 1: \( APP = \frac{TP}{L} \), and APP is maximum where its slope with respect to L is zero. Step 2: Setting \( \frac{d(APP)}{dL} = 0 \) gives \( L \cdot MPP - TP = 0 \). Step 3: This simplifies to \( MPP = \frac{TP}{L} = APP \), matching option 3. Correct option: \[ \boxed{MPP = APP} \]