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Do u know how to do this math problem?
2. Two cars leave St. Louis from exactly the same spot at exactly the same time, one traveling west at 60 mph and the other traveling east at 40 mph. How long does it take before the cars are 180 miles apart?
A. 1 hour 18 minutes B. 1 hour 28 minutes C. 1 hour 38 minutes D. 1 hour 48 minutes E. 2 hours :helpme |
No clue, we have people called 'accountants' to do math related stuff :glugglug
Regards, Lee |
Without an explanation (I hated proofs), I believe the answer is D.
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I used to be good at these. Like 7 years ago in highschool. :( |
It has to be D,
Its the only logical awnser, After 1 hour they will be 100miles appart, After 1.5 hour they will be 150miles appart, After 2 hours they will be 200miles appart, |
yes the answer is D
100 miles per hour....1.8 hours |
D is the right answer
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E.
Car one had to stop and get some donuts. Car two had to go back home after 5 minutes because the female passenger decided she liked the other pair of shoes better. |
D. What is difficult about it?
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Here is how I got it: You don't know the amount of time so call that 'x' one car going 40mph and the other going 60mph and a total of 180miles so (40MPH *Time(X)) + (60MPH *Time(X)) = 180 miles 40X + 60X =180 100X = 180 X=1.8hours 0.8 hours equals 48minutes (0.8 X 60) so total time is 1.8hours or 1hour and 48minutes Proof: (40)1.8 + 60(1.8) = 180miles That means 40MPH car went a total of 72miles and the 60MPH car went 108miles = Total distance apart is 180miles Hope this helps.. :) B- |
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I can look at most math problems and work them out. Just don't ask me to explain how the hell I got the answer. :winkwink: |
Yep the answer is D, not sure why I had to figure it out and not just scroll down for the fucking formula.
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Yes its D
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(40/60)*108+(60/60)*108=180
1 hour 48 minutes=108 minutes |
the easiest way to to it since they are travelling in opposite directions is add the two speeds together to get a total speed then divide the distance by the speed.
60+40=100mph 180 miles/100 mph=1.8 hours which equals 1 hour 48 minutes. |
The answer is F. Get out of the dark ages and switch to the metric system.
:) |
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nice first post |
I took algebra back then and we tackled how such problems can be solved. Motion problems is what they call it. Too bad I already forgot it.
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oh man. if you cant do that, i think you need to go back to school.
heres a tip though. just try each answer by multiplying their speeds by the time in hours. as in 1.5 hours = 1 hour and 30 minutes. then add them together. |
I'll take C. My closest estimated time. ;)
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