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Let x be the number of miles Triana travels each of the remaining three days.
The total distance she wants to cover over the four days is 120 miles.
The distance traveled on the first day is 24 miles, so the remaining distance is 120−24=96 miles.
She wants to travel an equal amount each of the remaining three days, so we set up the equation: 3x = 96
5. Solving for x: x = 96 x = 32
Answer: Triana will travel 32 miles each of the remaining three days.
Explanation: After traveling 24 miles on the first day, Triana needs to travel a total of 96 miles over the next three days. By dividing this remaining distance evenly, she will travel 32 miles each day.

3 answers

Solution:
Let x represent the number of miles Triana will travel each of the next three days. She aims to cover a total of 120 miles over four days. Since she has already traveled 24 miles on the first day, the distance left to cover is 120 - 24 = 96 miles. To find out how much she needs to travel each day for the remaining three days, we create the equation: 3x = 96.

Now, solving for x gives us:
x = 96 / 3
x = 32

Conclusion: Triana will travel 32 miles each of the next three days.
Explanation: After completing 24 miles on the first day, Triana must cover a total of 96 miles over the subsequent three days. By distributing this distance equally, she will need to travel 32 miles each day.

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