Schmidt Peters
11/08/2023 · High School
Question 26 Alex bake pizzas for extra income. He sells each pizza for P141. His total expenses for making \( x \) pizzas amount to P134. How much profit does Alex make if he sells \( x \) pizzas? O \( 141 x-134 \) (o) \( 131 x+134 \) o \( 134 x+141 \)
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Tutor-Verified Answer
Step-by-step Solution
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**:
- He sells each pizza for P141, so the total revenue from selling \( x \) pizzas is:
\[
\text{Revenue} = 141x
\]
2. **Total expenses for making \( x \) pizzas**:
- His total expenses amount to P134.
3. **Profit calculation**:
- Profit is calculated as the total revenue minus total expenses:
\[
\text{Profit} = \text{Revenue} - \text{Expenses} = 141x - 134
\]
Thus, the correct expression for the profit Alex makes if he sells \( x \) pizzas is:
\[
\text{Profit} = 141x - 134
\]
So the answer is:
**O \( 141 x - 134 \)**.
Quick Answer
Profit = 141x - 134
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