Respuesta :
First, we need to find the distance (d) that Mr. Johnson traveled to be able to compute Mrs. Johnson's travel time.
To be able to do that, use the formula d = (s)(t).
d = (80miles/hr)(15mins)
d = (80miles/hr)(0.25hr)
d = 20 miles
Now that we know the distance from Cambridge to Newton, we can use this value to calculate the time Mrs. Johnson needs to complete her travel.
Using the formula t = (d)/(s);
t = (20miles)/(100miles/hr); we get:
t = 0.2hr or 12minutes
Mr. Johnson completed his travel in 15 minutes. But Mrs. Johnson leaves 10 minutes after he does. And to add her 12 minutes travel time, that means Mrs. Johnson will arrive in 22minutes.
Mr. Johnson arrives first by 7 minutes.
To be able to do that, use the formula d = (s)(t).
d = (80miles/hr)(15mins)
d = (80miles/hr)(0.25hr)
d = 20 miles
Now that we know the distance from Cambridge to Newton, we can use this value to calculate the time Mrs. Johnson needs to complete her travel.
Using the formula t = (d)/(s);
t = (20miles)/(100miles/hr); we get:
t = 0.2hr or 12minutes
Mr. Johnson completed his travel in 15 minutes. But Mrs. Johnson leaves 10 minutes after he does. And to add her 12 minutes travel time, that means Mrs. Johnson will arrive in 22minutes.
Mr. Johnson arrives first by 7 minutes.
Given
15 minutes : 80 miles (Mr. Johnson)
10 minutes : 100 miles (Mrs. Johnson)
Find: who will arrive first and by how many minutes
Solution
15 - 10 = 5 minutes
The answer is that Mrs. Johnson will arrive the her destination first by less than 5 minutes from the traveling time of Mr. Johnson.
15 minutes : 80 miles (Mr. Johnson)
10 minutes : 100 miles (Mrs. Johnson)
Find: who will arrive first and by how many minutes
Solution
15 - 10 = 5 minutes
The answer is that Mrs. Johnson will arrive the her destination first by less than 5 minutes from the traveling time of Mr. Johnson.