.
Let "d" be one way distance under the question.
Then is the driving time in one direction, in hours, while
is the driving time in other direction.
The total "time" equation is
+ = hours.
To solve it, multiply both sides by 60. You will get
2d + d = 75
3d = 75
d = 25 miles. ANSWER
CHECK. + = + = = hours. ! Correct !
Solved.
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Using "time" equation is the STANDARD method of solving such problems.
It is simple, logical, straightforward, economic and robust (works in standard way for any input data).
Going in this way, you will never make a mistake - the logic of the method
prevents you of making mistakes.
From this lesson, learn on how to write, how to use and how to solve a "time" equation.
To see many other similar solved problems, look into the lessons
- Had a car move faster it would arrive sooner
- How far do you live from school?
- Earthquake waves
- Time equation: HOW TO use, HOW TO write and HOW TO solve it
in this site.