Simple Physics Question?
Can someone please explain to me how to work out this question?
Two cars are travelling in the same direction; one car is going at 30mph and the other is going at 50mph? If the first car is 10 miles ahead of the second car, how long will it take the second car to catch up with the first? My mind is at a blank!!! |
20 MPH difference over 10 miles - not that hard to work out dude 30 mins?
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30 mins
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30 minutes.
After 30 minutes, car A (doing 50) will go 25 miles. Car B (doing 30) will go 15 miles. Since B started 10 ahead it will then be 25 miles from where A started, which is exactly where A is at that time. |
Surely it's a Maths question, not Physics? :Suspiciou
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Originally Posted by supernick
(Post 7136128)
Can someone please explain to me how to work out this question?
Two cars are travelling in the same direction; one car is going at 30mph and the other is going at 50mph? If the first car is 10 miles ahead of the second car, how long will it take the second car to catch up with the first? My mind is at a blank!!! Assuming the first car is travelling at 30 mph then 30 mph = 44 ft/sec 50mph = 73 ft/sec Velocity difference = 29 ft/sec Thus Time to catch up = Distance/velocity = 10 x 5280/29 secs = 1820 seconds or 30 miniutes |
Originally Posted by RobJenks
(Post 7136159)
Assuming the first car is travelling at 30 mph
then 30 mph = 44 ft/sec 50mph = 73 ft/sec Velocity difference = 29 ft/sec Thus Time to catch up = Distance/velocity = 10 x 5280/29 secs = 1820 seconds or 30 miniutes The distance between the two cars is 10 miles and the speed difference is 20 MPH LOL:cuckoo: Now, what if the front car was an impreza and it had fuel surge for 5 seconds :D:D |
Its all relative really!
Les |
You're all wrong.
Its half an hour :D |
Originally Posted by Jay m A
(Post 7136291)
You're all wrong.
Its half an hour :D |
Originally Posted by davegtt
(Post 7136310)
Half of a hour actually ;) :D
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Half of the hour after they set off ;)
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The second car will never catch up. By the time he has done 10 miles (1/5 hour) the first car will have covered a further 30/5 = 6 miles. When the second car has done the 6 miles (6/50 hours) the first will have moved 180/50 = 3.6 miles, and so ad infinitum ;)
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The one being driven by the girl will never catch up
<dons flameproof jacket and runs away to hide> Windyboy. |
Originally Posted by speedking
(Post 7136387)
The second car will never catch up. By the time he has done 10 miles (1/5 hour) the first car will have covered a further 30/5 = 6 miles. When the second car has done the 6 miles (6/50 hours) the first will have moved 180/50 = 3.6 miles, and so ad infinitum ;)
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