if a person was going 25 mph,how many days does it take to ride california?
92067
Doing 25 mph, one could probably average 150 miles a day.\n\nCoast to Coast is about 2000 miles. \n\nIt would take about 2 weeks to go coast to coast.
279539
95 days, 8 hours, 38 mins and 20 seconds. If you don't believe me, you can try that out for yourself. :)
1165876
Earth, and you are going 67,000MPH in a circle around the sun.  On top of that, you are rought travelling 155 miles/sec around the center of the milky way.  You might as well give up your driver's liscense now.  You're about to get a hefty speeding ticket.
714444
About 175km \n\nabout 2hours 29 minutes
1116075
The two trains are moving towards each other at a speed of 25 mph each.  Thus at a speed of 50 mph relative to each other.  Since they started 100 miles apart, it will take them 2 hrs to reach each other.\n\nThey fly flew at a constant speed of 37 mph for 2 hrs.  Thus the fly flew 74 miles.
997836
I am assuming it's California and it's over 65 mph.  The answer is it depends on the county.  Here is the basis for fines set forth by Judges in CA\nAmount ($ Range): 1st offense-Not more than $100 2nd offense (within 1 year)-Not more than $200 3rd or subsequent offense (within 1 year)-Not more than $250 Veh. Code §42001(a)(1), (2) & (3)
789497
Between 30 and 40 mph.
456688
You'd have to go around the Cape Horn.  \n\nAnd I can't answer the question because I don't know how fast you're going.
100012
A would take 22 minutes to get to 15 miles and 32 minutes to get to 20 miles. Unfortunately, there's insufficient information to be precise on B's journey. Did he spin off before the start?.. or at which point en route? Guessing it, I would say A arrived at 15 miles and at the 20 miles point first. NB. I have had to make certain assumptions in your question to arrive at this answer (eg I asumed A slows down to 40mph after 4 miles?)
138613
I think its 272,000 miles.
392981
Is the speed at which it travels.
162000
1791.8 miles\nApproximate Travel Time: 27 hours 33 mins
1158799
average person should be able to go 15 min? or longer if yu start and stop a lot?
554409
As you can tell, there's not really enough info within the problem itself to solve it.  You'll need to get a map, atlas, or some internet source to determine how much of the 481 miles will be driven in Oregon, and how much in California.  I won't look that up for you, but let's pretend that it's 121 miles in Oregon, and the other 481-121=360 miles in Cali.\n\nAssuming you constantly maintain the speeds indicated, you can calculate the time it takes you for each leg of the trip by using the formula:\n\n   distance = speed x time\n\nOr, equivalently,\n\n   time = distance / speed\n\nSo, for the 121 miles in Oregon, over which you will be traveling 65 mph,\n\n   time = 121 miles / 65 mph = (approximately) 1.86 hours\n\nand for the 360 miles in California, over which you will be traveling 70 mph,\n\n   time = 360 miles / 70 mph = (approx.) 5.14 hours\n\nAltogether, then, you'd be traveling 1.86 + 5.14 = (approx.) 7.00 hours.\n\nIf you want to write that out as one long problem, you could write it this way:\n\nTotal Time = Time1 + Time 2\n           = Dist1/Speed1 + Dist2/Speed2\n           = 121 mi/65 mph + 360 mi/70 mph\n           ~ 1.86 hr + 5.14 hr\n           ~ 7.00 hr\n\nNow, don't forget, I picked the distance values, 121 and 360 miles, out of thin air.  You'll need to look them up and do the problem yourself.  But hopefully that should give you an idea of how.  Good luck!
685083
It depends upon your rate of travel. A regular person walking usually does about 3 to 5 miles per hour (mph). So if you walked 3 mph, it would take you \n19.2 miles / 3 mph = 6 hours 24 minutes.\n\nBut if you walked faster, at 5 mph, it would take you\n19.2 miles / 5 mph = 3 hours 50 minutes.\n\nOf course, if you ran at 12 mph (doing one mile every five minutes, like a well-trained long distance runner), it would  take you\n19.2 miles / 12 mph = 1 hour 36 minutes.\n\nbut if you went by car and it traveled at an easy 30 mph, it would only take you:\n19.2 miles / 30 mph = 38.4 minutes\n\nand if you traveled at the speed of sound (761 mph), it would take a mere:\n19.2 miles / 761 mph = 1.5 minutes\n\nas you can see, it all depends on your traveling speed.
422603
At 15 mph, it will take Charlene 2 minutes to go around once (0.5 mi * 60 min/15 mph - the 60 min converts hours to minutes for calculations).  At 12 mph, it will take Chris 2.5 minutes (0.5 mi/12 mph).\n\nAt the 2 minute mark, Charlene has already gone around once and is now "behind" Chris.  Chris will have gone 0.4 mi by then (12 mph * 2 min/60 min).  So now we can set up an algrbra problem - how long will it take Charlene to catch up?\n\nCharlene is going 15 mph, and will travel 15t miles after t hours.  Chris is going 12 mph and will travel 12t miles after t hours.  But Chris has a 0.4 mi head start.  So your equation will be\n\n15t = 12t + 0.4\n3t = 0.4\nt = 2/15 hours, or 8 minutes.\n\nSo, since all of these calculations are based on a point in time 2 minutes after they both started riding, Charlene will pass Chris 10 minutes after they started.
208260
About 73 mph. Depending on the weight of the rider and experience. And always be sure to wear a Helmet or it really doesn't matter how fast it will go.