Answer:
2,8,8
when Ca gives out 2 electrons it is deducted from it's electronic configuration in it normal state
Answer:
contrast: unlike carbon dioxide and most of the substance, the phase diagram of water showed and negative slope for the boundary line between the liquid and solid state. this difference has to do with the fact that water activity expands as it goes from the liquid state to the solid state.
compare: carbon dioxide and water vapor temperature is very close to Unity, and then and the phase difference is basically out of the fees for the whole frequency ranges analyzed. The stampabilities are dependents for the normalized standard deviation of carbon dioxide is very similar to those of water vapor and temperature.
That gremlins are inside the flashlight and are stealing the light before it leaves the flashlight.
Yes, and here's why (PS I'm getting technical here so listen carefully!):
You're definition for apocalypse is something that involves extreme damage or destruction, right? Well, that means air-pocalyspe would mean air that causes extreme damage or destruction, correct? Air pollution absolutely DESTROYS our air, so I believe this term is fitting for describing air pollution. I also think that this is a bit of an opinion question, so you can use this as a guide if you don't want to use this direct answer!
We can assume that the volume of one mole of any gas (within reason) is 22.4 L only if we know that the pressure of the gas is 1 atmosphere (101 kPa) and that the temperature of the gas is zero degrees Celsius (273 K). These are known as standard temperature and pressure (STP). So if the gas in question happens to be at STP then the calculation would be:
3.00 L x 1 mol/22.4 L = 0.134 mol
And 3.00 litres CO2 or any other gas at STP would contain 0.134 moles. If the gas was at some other temperature or pressure, assuming they were “moderate,” you could calculate the number of moles by solving the following formula for n.
PV =nRT Where P is pressure, V is volume, T is temperature in Kelvin and R is the ideal gas constant consistent with the units of volume and pressure used.
