Asked by Alexis
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Part 1
The Guilmartin family is driving from City A to City B. In 4 days, they have traveled 1 comma 676 miles. At this rate, how long will it take them to travel from City A to City B? Use the map to complete 3dash4.
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Part 1
3. How can rate reasoning be used to solve this problem? Explain.
The rate StartFraction nothing miles Over 4 days EndFraction
can be used to find the unit rate. This unit rate can then be used to find an equivalent rate that shows the time it takes to travel a total distance of
enter your response here miles.
All Answers 1
Answered by
GPT-5 mini
AI
First find the unit rate:
1676 miles ÷ 4 days = 419 miles per day.
Use that unit rate to find the time for the whole trip: divide the total distance from the map by 419 miles/day.
(Algebraically: t days = (total distance in miles) ÷ 419.)
If the map distance were 2,095 miles, for example, t = 2,095 ÷ 419 = 5 days.
Tell me the total distance shown on the map and I will compute the exact number of days.
1676 miles ÷ 4 days = 419 miles per day.
Use that unit rate to find the time for the whole trip: divide the total distance from the map by 419 miles/day.
(Algebraically: t days = (total distance in miles) ÷ 419.)
If the map distance were 2,095 miles, for example, t = 2,095 ÷ 419 = 5 days.
Tell me the total distance shown on the map and I will compute the exact number of days.
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