It is 472.44 grams.
There's no single answer to that, as ml is volume and mg is weight. Depending on the density of the substance the answer will be different.
$3000 $3000 $3000
3 kg = 3000 g3 kg = 3000 g3 kg = 3000 g3 kg = 3000 g3 kg = 3000 g3 kg = 3000 g
The answer depends on the temperature and density of the substance. For example: 1 mL of 0 degrees C water weighs 999.87247956 mg. Therefore, 3 mL of the water would weigh: 3 * 999.87247956 mg = 2,999.61743868 mg
There are 1000 nanograms in a microgram. Here, you have to multiply by 1000. 3*1000 is 3000 nanograms.
In whole numbers of feet 3000 long by 1 wide. I suspect that more accurate wording might help answerers.
3000
Specific gravity of gold = 19.3 (so density = 19.3 grammes per cubic centimetre) Volume of gold block = 20*15*10 = 3000 cubic centimetre Mass of gold block = 3000*19.3 = 57900 grammes = 57.9 kilogrammes.
0.923076 because 3000 divided by 3250 is 0.923076 recurring.
There are 5,280 feet per mile, so you would need to run (5280 / 3000) 1.76 blocks.
1,640.42/(3,000 + width of the block in feet)times.If the block is 3,000 feet long and only one foot wide,then only once around the block = 1.829 kilometer.
There's no single answer to that, as ml is volume and mg is weight. Depending on the density of the substance the answer will be different.
Without some indication of density for comparison, it is impossible to convert millilitres to kilograms.
The area of the base of a rectangular tank is 3000 square inches and the volume of the tank is 324000 cubic inches. Find the height of the tank in feet? V = Bh h = V/b h = 324,000 in3/3000 in2 h = 108 in Since 1 foot = 12 in, then 108 in are 9 ft (108/12). Thus the height of the tank is 9 ft.
It depends on the density of the 3000 milligrams. The gram is a unit of mass, while the liquid ounce is a unit of volume. The two are not directly convertible unless you know what material you are talking about.
If the volume of a triangular prism is 300 Cm, the dimensions can be regarded as V = L (A=Bx 1/2 x H). Therefore, we can assume the length to be 12cm, base to be 12 cm.
The population density of Baltimore various in different regions. In generally it ranges anywhere from 3000 to 20000 people per square mile. Relative to other major cities, Baltimore is not quite as dense.