We appreciate your visit to Susie is driving from Springfield to Smallville which are 252 miles apart She has already driven 162 miles If Susie drives at a constant speed. This page offers clear insights and highlights the essential aspects of the topic. Our goal is to provide a helpful and engaging learning experience. Explore the content and find the answers you need!
Answer :
The formula that will determine how long it will take Susie to get to Smallville, based on the distance between Springfield and Smallville, is x = 2 hours.
Based on the given conditions,
Susie is driving from Springfield to Smallville = 252 miles
Susie already drove = 162 miles
If Susie drives at a constant speed of 45 miles per hour.
What equation shows the time taken :
We can find out the number of miles that are still left to be driven :
= 252 miles - 162 miles
= 90 miles
The number of hours taken to get to Smallville is :
= Number of miles left / Constant speed
With x as the time in hours, the equation becomes:
x = 90 miles / 45
x = 2 hours
Therefore,
Based on the distance between Smallville and Springfield , the equation that will find the time taken for Susie to get to Smallville is x = 2 hours.
To learn more about information visit Calculating Time :
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