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One sixtieth of a mile = 88 feet.

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Q: How far will you travel at 60 mph in 1 second?
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How far will you travel at 120 mph in 1 minute?

120 mi/hr * 1/60 hr/min = 2 mi/min


If it takes a person 50 seconds to travel one mile what is his or her speed in mph?

D = RT so if you travel at R = 50 mph in D = 1 mi 1 = 50*T T = 1/50 hour = 1.2 min * 60 = 72 mph D = RT so if you travel at R = 50 mph in D = 1 mi 1 = 50*T T = 1/50 hour = 1.2 min * 60 = 72 mph D = RT so if you travel at R = 50 mph in D = 1 mi 1 = 50*T T = 1/50 hour = 1.2 min * 60 = 72 mph D = RT so if you travel at R = 50 mph in D = 1 mi 1 = 50*T T = 1/50 hour = 1.2 min * 60 = 72 mph D = RT so if you travel at R = 50 mph in D = 1 mi 1 = 50*T T = 1/50 hour = 1.2 min * 60 = 72 mph


How far will you travel in 3 minutes running at a rate of 6 meters per second?

3 minutes = 3 * 60 = 180 seconds. 180 seconds * 6 meters/sec = 1080 meters.


What distance a car travels at 60 mph?

It depends upon how long it travels for. Distance = speed * time So if the car travels at 60 mph for 2 hours, the distance is 60 mph * 2 hours = 120 miles But if the car travels at 60 mph for 30 minutes (0.5 hours), the distance is 60 mph * 0.5 hours = 30 miles.


How fast will it take to travel 250' at 60 mph?

250 feet at 60 miles/hour 250 miles at 1 mile/min 250 feet at 5280 feet/min 0.0473484848 min 2.84090909 seconds ---- I got a slightly different answer. Here is how I solved: We have a distance of 250ft, and a speed of 60 mph. What you want to do is convert mph to fps(feet per second) There are 5280ft in a mile, multiply that by 60, and you have: 316,800 ft. There are 60^2 seconds in an hour(60 seconds in a minute, 60 minutes in an hour) so you have 60^2, or 3600 seconds. Those are very large numbers, though, so we need to simplify them: We have 316,800 ft per 3600 seconds, per is your keyword to divide. 361,800 / 3600 = 100.5 ft per second. We have our simplified speed, now we just use our formula for time: t = d/s, or time = 250 / 100.5 When we solve it, we get: t = 2.5 seconds as our answer.