9514 1404 393
Answer:
the variables are the time and/or distance "you" traveled.
Explanation:
The problem gives two relations between speed, time, and distance. The speeds are given, so you could define variables for the time and distance of travel.
Since the question asks only for the distance until the parties meet, only one variable is necessary. That variable could represent either the time or the distance to the meeting point. (It more directly answers the question if it represents the distance, but it may make the equation more difficult to write.)
In every case, distance = speed × time.
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Here are three ways to set up the problem.
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Using d for distance (miles), t for time (hours) since "you" started.
d = 5 + 25t . . . . . distance traveled by aunt and uncle
d = 30t . . . . . . . . distance traveled by you
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Using t for time (hours) since "you" started.
5 +25t = 30t . . . . time until the distances traveled are the same
for this, the answer to the question is 5+25t or 30t, as you wish
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Using d for distance (miles) until the parties meet
d = 5 +(d/30)(25) . . . . . aunt and uncle traveled (d/30) hours at 25 mph