112k views
3 votes
Mary left with a speed of 51 mph. Alyssa left in the opposite direction at the same time traveling 68 mph. How long does Alyssa need to travel before that are 315 miles apart

2 Answers

4 votes

Answer:

2.65 hours

Explanation:

relative speed = 51 + 68 = 119

315 / 119 = 2.65 hours

User Hikmat Sijapati
by
3.3k points
5 votes

Answer: it will take 2.65 hours

Explanation:

Let t represent the time it takes for them to be 315 miles apart.

By the time both of them are 315 miles apart, then, they would have travelled a total distance of 315 miles.

Distance = speed × time

Mary left with a speed of 51 mph. This means that the distance that she would travel in t hours is 51 × t = 51t

Alyssa left in the opposite direction at the same time traveling 68 mph. This means that the distance that she would travel in t hours is 68 × t = 68t

Since the total distance is 315 miles, the.

51t + 68t = 315

119t = 315

t = 315/119

t = 2.65 hours

User PPD
by
3.6k points