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A chain of car dealership got a shipment of 9,240 new cars. There are the same number of cars in every color. How many colors could there be?​

Respuesta :

sandlee09

Answer:

9,420 colors making exactly 1 car of each color exist

Step-by-step explanation:

Since there is no additional information, such as the number of colors we have to assume the maximum. Since there are over 10 million colors that exist and there is at least one car of each color, then there would be a maximum of 9,420 colors making exactly 1 car of each color exist. On the other end of the spectrum would be 2 colors making 4,710 cars of each color.

fichoh

The number of different possible colors of vehicle can be found using the relation

[tex] \frac{9240}{c} [/tex]

  • The number of cars shipped = 9240

  • The number of cars belonging to each different color is the same

The number of different colors possible :

  • Total number of shipment ÷ Number of cars belonging to each color

  • If the Number of cars belonging to each color = c

The number of different possible colors can be obtained using the expression :

[tex] \frac{9240}{c} [/tex]

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