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The Bailey family is traveling 565.5 miles for a family vacation. If

they estimate they can travel 78 miles per hour, then how many hours
will take for the Baileys to arrive?​

User Runejuhl
by
6.9k points

1 Answer

0 votes

Answer:

7.25 hours (or 7 hr 15 minutes)

Explanation:

Lets use the distance equation to solve this problem. This is very easy...

Distance Equation

D = RT

Where

D is the distance (in miles)

R is the rate (in mi/hr)

T is the time (in hours)

Given in the problem:

Distance = D = 565.5 miles

Rate = R = 78 miles per hour

We want T, the time in hours it will take to drive. So we substitute the known parameters into the formula and solve for T:


D=RT\\565.5=78T\\T=(565.5)/(78)\\T=7.25

So, it is going to take around 7.25 hours for them to arrive.

The extra 0.25 hours means:

0.25 Hours * 60 Minutes/Hour = 15 minutes

Or, we can say it will take 7 hours and 15 minutes for them to arrive.

User Ricky Boyce
by
8.3k points
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