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A train travels 140 west in 2 hours . what is the velocity of the train?
The velocity of the train can be calculated by dividing the distance traveled by the time taken. In this case, the train travels 140 kilometers west in 2 hours. Therefore, the velocity is 140 km / 2 hours = 70 km/h west.
What is the velocity Of a train that travels 100 miles north in 2 hours?
The velocity of the train can be calculated by dividing the distance traveled by the time taken. In this case, the train travels 100 miles north in 2 hours, so the velocity is 100 miles / 2 hours = 50 miles per hour. Therefore, the train's velocity is 50 miles per hour to the north.
How far did a train travel if it was going 80 mph and traveled for 2 hours and 15 minutes?
The train traveled 180 miles.
A bus travels 135 miles in 3 hours and a train travels 315 miles in 5 hours Find the ratio of their speeds?
1.4:1 in favor of the train.
What is the speed in kilometers per hour of a train that travels 3701 km in 87 hours?
This is an average speed of 42.54 km/h
A train traveled 780 miles in 6 hours What was its rate?
130 miles
What the speed of a train that traveled 75 kilometers in 1.5 hours?
25km/h
A train travels at 100 mph for 160 miles.How much time does this take?
Answer: 1 3/5 hours or 1 hour and 36 minutes Explanation: Distance traveled = Speed * time or solved for time is time = distance traveled / speed Plug in known values for speed and distance traveled and you will get the time it took.
A train travels at 40mph far will te train travel in 3 and a half hours?
140 miles
If a train travels for 4 5 hours at a rate of 40 mph what is the distance the train will travel?
Just multiply the 45 hours by the speed.
A train travels 495km in 4 hours What is its average speed in km per h to 2 sig fig?
The train travels at 123.7 km/h
If a train travelled km in w hours what was the average speed of the train?
To find the average speed of the train, divide the distance traveled (in kilometers) by the time taken (in hours). The formula is: Average Speed = Distance / Time. Therefore, if the train traveled ( km ) in ( w ) hours, its average speed would be ( \frac{km}{w} ) kilometers per hour.
