an auto transport truck holds 12 cars. A car dealer plans to bring in 1006 new cars in June and July. if an auto transport truck

Divide 1006 by 12

1006 / 12 = 83.833

This results in 83 complete trucks

83 * 12 = 996

Hence, 10 cars will be in the final truck

Answer:

The last truck will have 10 cars and the total number of truckloads needed is 84

Step-by-step explanation:

Given: An auto transport truck accommodates 12 cars. A car dealer intends to import 1006 new cars in June and July.

To Determine: If every auto transport truck is filled on each delivery, except for the last one, how many complete truckloads will be necessary and how many cars will be in the final truck?

Solution:

Let the number of truckloads be denoted as x

Each truckload can carry 12 cars

Thus, x truckloads have the capacity for 12x cars

Since there are 1006 cars total

So, 12x = 1006

This leads to a total of 83 fully loaded truckloads,

for one truck can carry 12 cars

So, 83 truckloads can carry = 12 * 83 = 996 cars

Therefore, the remaining cars equal 1006 - 996 = 10 cars

Thus, an additional truckload is necessary to transport these 10 cars.

Consequently, the last truck will hold 10 cars

In total, the required number of truckloads is 83 + 1 = 84

Thus, the last truckload will contain 10 cars, making a total of 84 truckloads needed.