The difference between 4/7 of 39 miles and 2/3 of 35 miles?
830021
35(2/3) - 39(4/7)\n(70/3) - (156/7) = 22/21\n\nANSWER\n22/21 miles
328904
2.54 cm\n1609.3440058 m\n39.37007874 in\n0.62137119 miles
927218
1) 337/13.7 = 24.6 miles per gallon\n\n2) x=7\n\n3) (-8)(10)=-80\n\n4) 4-2x-9+3x = x-5\n\n5) 3n+4=-11\n     n=-5
349261
I can't think of any time when either is correct. But, if you add a hyphen, then "a three-mile" works as an adjective. I don't think there is any way that "a three miles" would be correct, though "three miles" can be correct, depending on context. Examples of correct usage:\nA three-mile trip\nA three-mile road\nHe walked three miles
525924
.55*3.15/.05\n\n=34.65 m
810369
400 meters is a 1/4 mile or 5280feet divided by 1/4 which is 1320 feet. At a fast pace that should take about 2.5 to 3 minutes to walk. Fast runners run it in under a minute
696356
A "long" three yards is actually longer than a "short" three. "Long three" is used when the distance needed is slightly over three yards, but less than four.\n\nA "short" three yards is if the distance needed is almost three yards exactly, or perhaps even slightly less.
455277
About 3.1 miles, but you can look this up easily in Google. Just type "5 km in miles".  You can do all sorts of conversions this way.
202942
Miles?  I think it is more like inches.
651211
1. 63.75 or 63 3/4\n2. 63\n3. 24.75 or 24 3/4
101317
It's About 380 miles.
42164
It all depends on how long a block is, in our village the blocks are short, long and everything in between, app. one mile away in the semi country\na block can be 1/4 mile.\n\n\nBlubla
713362
35.8 mi/hr * (1hr/60min) * (1min/60sec) * (5280ft/1mi) * (12in/1ft) * (2.54cm/1in) * (1m/100cm) = your answer\n\nnotice in each fraction... the top is actually equal to the bottom, but in different units... so you can put whichever one you need on the top or bottom, either way it equals 1... so you just manipulate them based on what you start with and what you need.  i started by converted the hour to seconds, then followed by converting the miles to meters.\n\nI don't remember the other conversions, but you should have them in your text cover and just follow the same method.  Hope this helped.
779319
The distance travel is going to be 1/2 mile.   How far away are you are from the beginining of the first 1/4 mile could vary depending on how straight of a line you traveled and which angle you turned once you stopped but the maxium distance can not be greater than 1/2 mile (perfectly striaght line).  So C and D can not be correct.  A and B can be correct.  Being a perfectly straight road is not very possible then A is correct.  But if this is for your math class then most likely B is what the teacher is looking for.
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?)
1121525
(92.95×10^6 mi) = 9,300,000 miles\n(8.31 minutes at the speed of light)
761121
She went 16 miles in 2/3 hrs, so she is going\n(16)/ (2/3) mph=24 mph\nAt 24 mph she will go 30 miles in 1 1/4  hrs or 75 minutes.\nShe needs to keep going for another 35 minutes.