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A new automobile company plans to manufacture 9 cars every month. It will first fill an overseas order for 10 cars and then send the rest to showrooms in New York.Let m represent the number of months and c represent the total number of cars sent to New York.This relationship can also be shown in a table. Complete the equation that represents the relationship between m and c.m c6 447 538 629 71c=

Question

A new automobile company plans to manufacture 9 cars every month. It will first fill an overseas order for 10 cars and then send the rest to showrooms in New York.Let m represent the number of months and c represent the total number of cars sent to New York.This relationship can also be shown in a table. Complete the equation that represents the relationship between m and c.m c6 447 538 629 71c=

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Solution

The equation that represents the relationship between m (months) and c (total number of cars sent to New York) can be derived from the information given.

First, we know that the company manufactures 9 cars every month. However, the first 10 cars are sent overseas. So, the number of cars sent to New York each month is 9 cars - 10 cars for the first month, and then just 9 cars for every month after that.

This can be represented by the equation c = 9m - 10.

Let's check this equation with the values given in the table:

For m = 6, c = 96 - 10 = 44. This matches the value in the table. For m = 7, c = 97 - 10 = 53. This matches the value in the table. For m = 8, c = 98 - 10 = 62. This matches the value in the table. For m = 9, c = 99 - 10 = 71. This matches the value in the table.

So, the equation c = 9m - 10 correctly represents the relationship between m and c.

This problem has been solved

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