If you need 25 parts plus 1 part, that equals 26 parts in total.
So you need to measure 1/26th of a litre of oil, and make up the rest of the litre with gas (which will be 25/26ths of a litre of gas).
A litre is 1,000 millilitres, so 1/26th of a litre would be 38.5 millilitres, approx. (1000 divided by 26 = 38.46)
If there are no air spaces (theoretically) it will be 1.5L
First of all, the primary colors are namely, Red, Green, Blue, Yellow and etc. when mixed in equal amounts, they result in different colors, and it would only depend on what primary colors you would mix.
No. Even if that were milliliters to liters, it would still be parts per thousand.
To convert milligrams per liter (mg/L) to parts per trillion (ppt), you would multiply by 1,000,000.
I suppose that would depend on being able to see the shaded parts of the figures.
6 times 90 = 540
I assume you mean volume rather than capacity. The milliliter would be the best answer. It is 1 thousandth of a liter.
The question seems to be asking about the amount of helium in a liter of gas. One liter of gas is a volume measurement, and it can contain different amounts of helium depending on the mixture. If you're asking about pure helium, one liter will contain one liter of helium gas at standard temperature and pressure. If it's a mixture, the helium content would be specified as a percentage or in terms of partial pressure.
Pollution amounts occurring in small concentrations are usually measured in parts per million (ppm) or parts per billion (ppb) for accuracy.These measurements provide insight into the level of pollutants present in the environment, even at very low levels.
A mixture made of two parts is hydrogen bond
To convert parts per million (ppm) to grams per liter, you first need to convert ppm to milligrams per liter (since 1 ppm is equivalent to 1 mg/L) and then to grams per liter: 10 ppm = 10 mg/L Now, convert milligrams to grams: 10 mg = 0.01 grams Therefore, a liter of water with 10 ppm phosphorus would contain 0.01 grams of phosphorus.
Mixing red with red and green would create a color that is reddish-green or brown, depending on the ratios used. If equal parts of red and green are mixed, the result would likely be a muddy brown color.