Trees grow throughout the year. During which season(s) do you think trees grow fastest?
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Take note that the total distance that needs to be traveled is 360 miles. The train is moving at 60mph and 2.5 hours have passed. To get the remaining distance, first you need to solve for the distance traveled already.
Distance is equal to the velocity times the time travelling or:
So considering the given we can get the distance traveled in 2.5 hours.
So far, Ainsley traveled 150 miles. If her town is 360 miles away, you can get the remaining by subtracting the distance already traveled from the total distance.
360 miles - 150 miles = 210 miles.
Now if you want to put that into a single equation you can do that by combining all the equations together.
d = 360 miles - (vt).
d = 360 miles - (60mph)(2.5 h)
d = 360 miles - 150 miles
d = 210 miles
Distance is equal to the velocity times the time travelling or:
So considering the given we can get the distance traveled in 2.5 hours.
So far, Ainsley traveled 150 miles. If her town is 360 miles away, you can get the remaining by subtracting the distance already traveled from the total distance.
360 miles - 150 miles = 210 miles.
Now if you want to put that into a single equation you can do that by combining all the equations together.
d = 360 miles - (vt).
d = 360 miles - (60mph)(2.5 h)
d = 360 miles - 150 miles
d = 210 miles