Question 26 Alex bake plzzas for extra income. He sells each pizza for P84. His total expenses for making \( x \) pizzas amount to P65. How much profit does Alex make if he sells \( x \) pizzas? 65x-84 \( 65 x+84 \) \( 84 x-65 \) \( 84 x+65 \)

To calculate the profit Alex makes from selling \( x \) pizzas, we need to consider both his revenue from selling the pizzas and his total expenses. 1. **Revenue from selling \( x \) pizzas**: \[ \text{Revenue} = \text{Price per pizza} \times \text{Number of pizzas} = 84x \] 2. **Total expenses for making \( x \) pizzas**: \[ \text{Expenses} = 65 \] 3. **Profit** is calculated as: \[ \text{Profit} = \text{Revenue} - \text{Expenses} = 84x - 65 \] Thus, the correct expression for the profit Alex makes if he sells \( x \) pizzas is: \[ \boxed{84x - 65} \]