First, let's determine the number of bruised apples. Since 25% of the apples were bruised:

$$ 25\% \text{ of } 80 = 0.25 \times 80 = 20 \text{ apples} $$

So, the number of good apples is:

$$ 80 - 20 = 60 \text{ apples} $$

Next, let's calculate the revenue from selling the good apples. Each good apple is sold at $0.60:

$$ 60 \text{ apples} \times \$0.60 \text{ per apple} = \$36 $$

Now, let's determine the cost of the apples. The man bought 80 apples for $32:

$$ \text{Cost} = \$32 $$

Finally, let's calculate the profit or loss. The profit or loss is the difference between the revenue and the cost:

$$ \text{Profit or Loss} = \text{Revenue} - \text{Cost} = \$36 - \$32 = \$4 $$

Since the result is positive, the man made a profit of $4.

Question

First, let's determine the number of bruised apples. Since 25% of the apples were bruised:

$$ 25\% \text{ of } 80 = 0.25 \times 80 = 20 \text{ apples} $$

So, the number of good apples is:

$$ 80 - 20 = 60 \text{ apples} $$

Next, let's calculate the revenue from selling the good apples. Each good apple is sold at $0.60:

$$ 60 \text{ apples} \times \$0.60 \text{ per apple} = \$36 $$

Now, let's determine the cost of the apples. The man bought 80 apples for $32:

$$ \text{Cost} = \$32 $$

Finally, let's calculate the profit or loss. The profit or loss is the difference between the revenue and the cost:

$$ \text{Profit or Loss} = \text{Revenue} - \text{Cost} = \$36 - \$32 = \$4 $$

Since the result is positive, the man made a profit of $4.

Knowee AI · Accepted Answer