How much does 2 3/8" steel pipe (tubing) weigh?
473287
2 3/8" steel pipe would be nominal 2" pipe which has an outside diameter of 2.375"\n\nThe weight per foot for sch40 is 3.653 lbs\nThe weight per foot for sch80 is 5.022 lbs\nThe weight per foot for sch160 is 7.444 lbs\nThe weight per foot for XXS (double extra strong) is 9.029
252526
none. amps has no weight, its a flow of current. It's like calculating tonnage to speed. How many tons does 100 mph represent?
987551
the density of water is something like 62.4 lbs per cubic foot.\na 10 foot tube that's 4 in around has the volume\nis Pi * r^2 * h \nwhere \nPi = 3.14\nr = radius = 2 in = 0.17 ft\nh =height (length) = 10 ft\nVol= 0.88 cubic feet\n0.88*62.4=54 lbs\nbut that would include part of the pvc tube weight itself, so it couldn't hold up that much.\n\nYou would need to use at least an 8" pipe to hold an average man (180 lbs).
876403
Not a dumb question.  2k is the weight of the explosives.  Don't know how much the casing weighs.
1124732
In Average it weighs 8 Pounds!!
132551
3 and a half grams.  An 8th of an ounce.
324642
127.8 lbs\n67.1 inches
804854
The density of glass is around 2.3 gm/cc or 0.85 lb/in^3.  To get the  pounds per square foot,  Multiply the thickness in inches by 12.  So a 1/8" thick piece weighs 1.5 pounds per square foot.
61182
a cubic foot is 1 x 1 x 1 ... \n\nso you're talking as an equation:\n\n3ft x 2ft x 1/6ft = 6ft^2 x 1/6ft = 1 ft^3\n\nso therefore, the 3 ft. by 2 ft. by 2 in. piece of metal would weigh the same as the 1 cubic ft. of metal!\n\n490 lbs!
488291
Water at sea level weighs about 8.3 pounds per gallon.
760545
If a weight is hanging from a V formed by two ropes, the angle of the V cannot be 180 deg, unless the weight is 0.\n\nThis is because the Tensions in the two ropes must compose to a force equal and opposite to the weight, which is acting vertically down.\n\nIf the angle is 0, then each tension is half the weight = 500/2 = 250 N\n\nFor any other angle, we need to know the relative lengths of the ropes.  If they are equal, the tensions are equal and\n2Tcos(a/2) = weight.\nwhere a is the "V" angle.
62794
It all depends on the size of the intercooler.  Typically betweeen 5-15 pounds.  Another thing to take into consideration is the weight of the pipes and hoses.  They can add another 10 pounds if it is a long system.
483088
this is very easy, just use the pythagorean therom (i might spell it wrong) the formula is: a^2 + b^2 = c^2 (c is the length of the pipe)\n\n15^2 + 8^2 = c^2\n\n225 + 64 = c^2\n\n289 = c^2\n\n17 = c\n\nyou need 17 feet of pipe
41902
usually 18-20 gage steel wire. though you can get them in plastic and or various other metals aluminum and or titainium for example though i cant see why youd want them unless you were to use them for a VERY non standard application
926756
easy math\n\nI bet it has a 1/2 inch rim around it so only psi on that part. \n\n55 gals x 8 lbs per so about 400 pounds.\n\nabout 120 inches around so round to 100, 4 psi
270860
You will need to know the mass of the material inside.\n\n1.  Subtract that from the overall mass.  The remaining mass will be the steel cylinder itself.\n\n2.  Find the volume of the steel by multiplying the mass by the density factor.\n\n3.  Volume of the cylinder itself is:\n\n  [((r1^2) * pi)  - ((r2^2) * pi)] * L  = Vol of Cyl.\n\nWhere: \n\n   r1 is the outside radius \n    (known, this is half the measured diameter)\n   \n   r2 is the inside diameter (unknown)\n    \n   L  is the length of the cylinder\n\n   Vol of Cyl is the mass times the density\n\n\n4. Solve for r2 with the previous equation:\n\n  [((r1^2) * pi)  - ((r2^2) * pi)] * L  = Vol of Cyl. \n\n\n  r2 = SQRT {[((r1^2) * pi) - (Vol of Cyl * L)] / pi}\n\n5.  r1 - r2 is your cylinder wall thickness.
266808
Create an electromagnet by coiling the wire around the steel rod and attatching the wire to the power supply (put the ammeter in the circuit somewhere (in series). Use the retort stands to hold the weighing scales above the electromagnet. Place the 6 magnets in the weighing scale whilie the power supply is off. See what the weight of the magnets is. switch the power on and see whether there is any change in the weight. try repeating this a few times using different currents (measured on the ammeter). 100grams=approx 1Newton of force