To determine which statement about the price of the cribs is true, we first need to find the unit price per crib based on the given information.
- From the data provided:
- 10 cribs cost $1,320.
- 50 cribs cost $6,600.
First, let's calculate the price per crib:
-
For 10 cribs: \[ \text{Price per crib} = \frac{1,320}{10} = 132 \]
-
For 50 cribs: \[ \text{Price per crib} = \frac{6,600}{50} = 132 \]
The price per crib is $132. Since the price is proportional to the number of cribs, we can calculate the total cost for any number of cribs by multiplying the number of cribs by $132.
Now, let's evaluate each statement:
A. 22 cribs cost: \[ 22 \times 132 = 2,904 \] (False)
B. 55 cribs cost: \[ 55 \times 132 = 7,260 \] (False)
C. 80 cribs cost: \[ 80 \times 132 = 10,560 \] (True)
D. 250 cribs cost: \[ 250 \times 132 = 33,000 \] (False)
Thus, the only true statement is:
C. 80 cribs cost $10,560.