How many feet is one city block? For instance, if you walked two blocks, how many feet have you walked?
206744
there is no set measurement to a city block. but I believe its uaually about 1/10th or 1/12th of a mile. theres 5280 feet in a mile, you do the math.
14995
The floors of the 2nd floor and the 6th floor.\n\nEach story is 12 feet tall.  The floors of each floor of the building are separated by 12 feet.  A distance of 24 feet from the fourth floor means you go two floors up and two floors down.
189117
Inside the city limits there is a regulation as to how many you are allowed to own.  This is mostly to prevent cock-fighting.  Do not recall the number.  Not hard to find out.  Call the city zoning committee.  Probably would be best to call from somewhere other than home or block your number so it does not come up on caller id.  Oh, and don't give them your address.
366261
SRY!! Matt is going to a basketball game out of town. If he could travel 75mph, He would arrive one hour early. If he could travel 45mph he arrives one hour too Late. How far is Matt's trip\n\ndis=75*(time-1)\ndis=45*(time+1)\n\nthen\ndis= 225mile,    time=4hour
502738
To count how many stairs there were?\nI have no clue.
101051
kilometer. one kilometer = about 0.62 mile
542392
just clarifying first answer... \n\nlet   a = 1st leg\nand b = 2nd leg\n       c = hypotenuse\n\na= 2 + 2b -->> one leg(a) is two inches(2+) more than twice the other leg(2b)\n\nsubstitute a\n[(2+2b)^2] + [b^2] = [13^2]\n[4+4b+(4b^2)] + [b^2} = 169\n5b^2 + 8b + 4-169 = 0\n5b^2 + 8b - 165 = 0\n  A         B     C\nusing quadratic formula which is -B plus or minus the square root of B^2 - 4AC all over 2A\n\n-8 plus/minus squareroot of 64 - [4(5)(-165)] all over 2x5\n\n-8 plus/minus squareroot of 58 all over 10\n\n[-8 + 58] / 10 = 5\n\nor \n\n[-8-58] /10 = -6.6\n\nnegative sides do not exist so one side (b) is 5\n\ngoing back to a= 2 + 2b \na = 2+10\na = 12\n\ntherefore\na = 12,\nb = 5\nc = 13
489151
1) You did OK!\n\n2) The dimensions are 20 ft perpendicular and 120 ft parallel\n\nwhat the h*** is the single dimension C supposed to mean?
499177
1st way:  \nP= Perimeter\nL = Length of square or rectangle.\nW = Width of square or rectangle.\n\nP = 2L + 2W\n\n-----------------------------------------------------------------\n2nd way:  \nP = Perimeter\ns = side length of square.\n\nP = 4s\n\n-----------------------------------------------------------------------\n3rd way:\nP = Perimeter\ns = side length of square.\n\nP = s + s + s + s\n\n--------------------------------------------------------------------\n4th way: \nWritten out in words.......\n \nPerimeter = (Add all sides of shape together)
653351
Chicago was built on a grid system with a "major" street every half mile and four blocks every 1/2 mile.  This would make most of the standard city blocks in Chicago 1/8 mile long and 1/8 mile wide.  There are some areas of downtown Chicago where the blocks are 1/16 mile long.  But the vast majority of the city has 1/8 mile blocks.
515923
I take public transportation and stop a little distance away (about 15 - 20 minutes walk) from my place of work, and i walk from there.  I do this practically everyday, to and from work since i dont ve time for more conventional exercises.
441266
Int(sqr(2y))\n\nIf you double the blocks, that gives you an 'almost' square since the diagonal of the incline made by the blocks would be 45 deg.  So take the square root of that to get an estimate of the number of rows (steps).  Take the integer of that number to get actual total steps.\n\nint(sqr(2*1)) = 1\nint(sqr(2*2)) = 2\nint(sqr(2*3)) = 2\nint(sqr(2*4)) = 2\nint(sqr(2*5)) = 3\nint(sqr(2*6)) = 3\n\nthis gives a close answer but apparently not full proof.  if you follow this idea further you may find a better equation.\n\nThe problem is when you double the number of blocks, you end up with extra row of blocks beyond a true square.\n\nInt(sqr(2y - Int(sqr(2y))))\n\n1 = 1\n2 = 1\n3 = 2\n4 = 2\n5 = 2\n6 = 3\n\nso this second equation looks good.  basically, I'm subtracting out the extra row.  I don't know if you are allowed to use the Integer function in your calculation but works good for programing.\n\n         1\n        11\n       111\n      1111\n     11111\n    111111\n   1111111\n  11111111\n 111111111\n1111111111
266438
Well, first of all, this isn't geometry.\n\nThe first brick has a volume of 0.2m * 0.1m * 0.05m = 0.001 cubic metres.  Its density is mass divided by volume, so 1.2kg/0.001 = 1200 kg/cubic metre.\n\nThe second brick's volume is 0.25m * 0.15m * 0.04m = 0.0015 cubic metres.  \n\n1200kg/cubic metre * 0.0015 cubic metres = 1.8kg.
576951
what is your question that you ASKED TWICE???
496005
Cubic length. For example cubic feet, cubic inches, cubic centimeters, cubic yards etc.
606852
838.516480713450403125 feet\nor to the nearest foot:\n839 feet
529899
write the fraction you need \n\nhow many feet in two miles......\nmiles on one side of eq ..... feet on other ....\nso use conversion that has feet in numerator\n2 (miles)  *    (5280 feet) / mile  .......  the miles cancel and you're left with 2 * 5280 feet \n\n\nhow many feet in 6 yards .....  ( conversiion has feet in numerator)\n6 yds  =  (3 feet) / yard   .....  yards cancel and you're left w/ \n6 * 3  feet