Answer:
58 CD players
Step-by-step explanation:
Three (3) out of every 100 CD players were defective.
![\frac{\text{Defective}}{\text{Total}}=(3)/(100)]()
If there is a shipment of 1920 CD players, we have:
![\frac{\text{Defective}}{\text{Total}}=\frac{\text{Defective}}{1920}]()
The proportion that could be used is:
![(3)/(100)=(Defective)/(1920)]()
We solve the proportion above for the number of defective CD players.
![\begin{gathered} \text{Defective}*100=1920*3 \\ \text{Defective=}(1920*3)/(100) \\ =57.6 \\ \approx58 \end{gathered}]()
Therefore, approximately 58 CD players may be defective in a shipment of 1920 CD players.