Question

Sam's Fruit Cellar earns a $0.40 profit for each apple that it sells and a $0.40 profit for each banana that it sells. Which expressions show Sam's total profits from selling apples (a) and bananas (b)? Select two that apply.

A. 

0.40(ab)

B. 

0.40(a+b)

C. 

0.40a+0.40b

D. 

0.40+a+0.40+b

E. 

0.80(ab)

F. 


Answers

GPT-4o mini
To find the total profits from selling apples and bananas, we need to consider the profit earned per unit sold.

If \( a \) represents the number of apples sold and \( b \) represents the number of bananas sold, then:

- The profit from selling apples is \( 0.40a \) (since each apple earns a profit of $0.40).
- The profit from selling bananas is \( 0.40b \) (since each banana also earns a profit of $0.40).

To find the total profit from both apples and bananas, we add these two amounts together:

\[
\text{Total Profit} = 0.40a + 0.40b
\]

From the given options, the correct expressions that represent Sam's total profits from selling apples and bananas are:

C. \( 0.40a + 0.40b \)

So, the correct answer is option C.

Therefore, the two expressions that correctly show the total profits from selling apples and bananas are:

- C: \( 0.40a + 0.40b \)

None of the other options A, B, D, E, or F correctly express the total profit when broken down in terms of the profits for apples and bananas as needed.