Two automobiles start together from the same place and travel along the route. The first average 40 miles per hour. The second 55 miles per hour. How many miles further along the route is the second auto at the end of 5 hours?

A) 55 x 40

B) 55 - 40

C) (55x5)-(40x5)

D) 55/5 - 40/5

Respuesta :

[tex]\text{This question is asking us which expression could be used to solve}\\\text{for the amount of miles the second car is from the first}\\\\\text{We know that they both drove for 5 hours}\\\\\text{We also know the distance in which they were going}\\\\\text{So you would need to multiply both mph by 5 to get your total distance,}\\\text{then you would subtract them to get the distance apart}\\\\\text{This makes c the correct answer, since you're multiplying each mph and}\\[/tex]

[tex]\text{subtracting to get your answer}\\\\\boxed{C) (55 \cdot 5)-(40\cdot5)}[/tex]

C is the answer
(55x)-(40x5)