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Jetzt kostenlos anmeldenLet's say you work at a candy store and a customer asks for different amounts of candy (100, 250, 1000…), so you count out each order. This is a very long and tedious way to do business! Instead, you utilize the average mass of the candy. If you know the mass, you can multiply that by the desired quantity and add the candy to a scale until you reach that weight.
We treat atoms the same way! To find out how many atoms are in a sample, we can relate the mass of the sample to the number of atoms. However, we first need to know the average mass of each atom.
In this article, we will discuss how chemists measure and group the masses of atoms and molecules.
A mole is a unit used to denote the number of particles, atoms, and compounds. It refers to 6.022x1023 units of a substance, which is Avogadro's number (after Italian chemist Amedeo Avogadro).
Atoms are incredibly small, so if you were to try and count the number of atoms just in a drop of water, you would be there for a while. Moles are used as a way to count atoms/molecules in "bundles", like how we count eggs in a dozen.
When we measure things in bulk by grams, we refer to the molar mass.
The molar mass is the mass of a substance (in grams) divided by the amount of the substance (in moles). The molar mass is the average of weights, which usually vary due to Isotopes. The formula is $$M=\frac{m}{n}\,\,\text{where m is mass and n is the number of moles}$$
Isotopes are elements with the same number of protons, but a different number of neutrons. (Ex: Carbon-14 has 6 protons and 8 neutrons, while Carbon-12 has 6 protons and 6 neutrons)
The atomic weight of an element is an average of the weight of its isotopes with respect to their relative abundances (Ex: If chlorine-37 makes up 24.33% of all chlorine atoms, then it makes up that percentage of the atomic weight)
The atomic weight is the mass listed in amu (atomic mass units) below an element on the periodic table. It's common for this to be referred to as the atomic mass, even though that is something slightly different (confusing, I know).
As an example, here is what lithium looks like on the periodic table.
The atomic number (number of protons) is listed at the top, the element symbol in the center, and the atomic weight at the bottom. How exactly was this number determined? The atomic weight is determined by taking the known abundance and mass of each isotope and solving for the average.
For Lithium, there are two isotopes: Lithium-6 (7.59 %) and Lithium-7 (92.41 %). So, we can calculate the atomic weight: $$(7.59\%*6.015\,amu)+(92.41\%*7.016\,amu)=6.94\,amu$$
So what is atomic mass, then?
The atomic mass is the mass of a single atom/isotope. It is calculated by adding the number of protons and neutrons (electrons are considered too light and are negligible).
When we calculated the atomic weight, we were using the atomic masses of each isotope. For example, when we refer to lithium-6, we mean the specific isotope with an atomic mass of 6.015 amu. However, when we refer to lithium as a whole (weighted average of both of the known isotopes), we refer to its atomic weight of 6.94 amu.
Just remember that you may find sources that refer to atomic weight as atomic mass, just keep in mind the difference, so you don't get confused!
To summarize, molar mass is an umbrella term referring to either the average masses of an element per mole (atomic weight) or compound per mole (molecular weight). The atomic mass does not fall under the molar mass umbrella since it is not an average, but the mass of a single element/isotope.
Using atomic masses, we can calculate the molecular mass.
The molecular mass is the sum of the atomic masses of the elements present in the molecule.
Molecular mass is different from molecular weight.
Molecular weight is the sum of the atomic weights of the elements present in the molecule.
As I mentioned before, atomic mass and atomic weight are often used interchangeably, so molar mass, molecular mass, AND molecular weight are also often used interchangeably. Thus, the context and questions must be clear when discussing these terms! Always be careful when reading textbooks and problems to see if when "molecular mass" is mentioned they actually mean "molecular mass" or if they mean "molecular weight" instead.
As a guide to get you used to this, if I am using a term with its original definition, it will be in green, if I am using it with its colloquial definition it will be in red.
The molecular weight of water can be calculated by adding together the atomic masses of the elements in it. Water is made up of 2 hydrogens and 1 oxygen, and the atomic mass of hydrogen is 1.01 g/mol and the atomic mass of oxygen is 16.00 g/mol. The molecular mass would then be: $$(2*1.01\frac{g}{mol})+16.00\frac{g}{mol}=18.02\frac{g}{mol}$$
It is important to remember that atomic weights used in the calculations above are averages for their respective element. Our calculated value, therefore, represents an average molecular mass for a given molecule of water. There are 2 stable isotopes of hydrogen and 3 for oxygen, which makes the exact molecular mass for 1 molecule of water vary greatly!
The amount of swapping between terms can make it hard to tell the difference between them. The main thing to remember is that the molecular mass is the mass of that specific instance of the molecule, while the molar mass is the average of all instances of that molecule based on their abundance. Molecular weight is the term that is synonymous with molar mass.
Chart showing the relationship between terms. StudySmarter Original.
Several factors affect a substance's boiling point, one of them being the molar mass. In general, the larger the molar mass, the larger the boiling point.
Boiling point is also dependent on atomic mass. Since isotopes have different masses, they will also have different boiling points. Like with the general trend, the greater the atomic mass, the greater the boiling point.
Molecules follow the same general trend, however, just because a molecule is heavier, doesn't necessarily mean it will have a higher boiling point. For example, the boiling point of ethanol (CH3CH2OH, molar mass=46.07 g/mol) is 78.4 °C, however, water (molar mass=18.02 g/mol) has a boiling point of 100 °C. This is due to Intermolecular Forces, which are the forces that exist between molecules. The stronger these forces are, the harder it is for molecules to "pull away" from each other and enter the gas phase.
It is more accurate to compare the molar masses of like molecules, such as in the graph below:
Relationship between molar mass and boiling point for different molecule types. Wikimedia Commons.
Here we see that when molecules are in the same "class", an increase in molar mass means an increase in boiling point.
A mole is a unit used to denote the number of particles, atoms, and compounds. It refers to 6.022×1023 units of a substance. This number is referred to as Avogadro's number.
The molar mass is the mass of a substance (in grams) divided by the amount of the substance (in moles). The molar mass is the average of weights, which usually vary due to isotopes. The formula is $$M=\frac{m}{n}\,\,\text{where m is mass and n is the # of moles}$$
The atomic weight of an element is an average of the weight of its isotopes with respect to their relative abundances.
The atomic mass is the mass of a single atom/isotope. It is calculated by adding the number of protons and neutrons (electrons are considered too light and are negligible).
The molecular mass is the sum of the atomic masses of the elements present in the molecule. While the molecular weight is the sum of the atomic weights of the elements present in the molecule.
For elements, the greater the molar mass, the greater the boiling point. Molecules of the same type follow this trend.
Molar mass is defined as the number of grams per 1 mole.
No, as molar mass refers to the average weight of all isotopes, while atomic mass refers to the mass of a specific instance of that element.
No, as molar mass is an average of all instances of a molecule, while the molar mass is the mass of one specific instance of a molecule.
The molar masses for magnesium and oxygen are 24.31g/mol and 16.00 g/mol, respectively.
Using the periodic table, we see that the molar mass of potassium is 39.1 amu. Potassium metal is silver in color.
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SIGNUP SIGNUPFlashcards in Moles and Molar Mass75
Start learningC2H5N(CH2CH2Cl)2 is a type of nitrogen mustard mainly which was used in World War I to kill a lot of soldiers. However, I use it in the lab to create catalysts. I forgot to write up the molar mass. Can you help me figure it out?
Well, first you have to count up all the elements in the molecule. Remember everything in the brackets is counted as many times as the subscript of the brackets. So, there are 6 carbons, 13 hydrogens, 2 chlorines and 1 nitrogen. This gives us a molar mass of 170.08 g/mol.
Calculate the molar mass of water H2O and heavy water D2O.
Hint: The atomic weight of Deuterium (D) is not in the periodic table. You can google it or treat it as 2.0 for this exercise.
Water consists of 2 hydrogens and one oxygen while heavy water consists of 2 deuteriums and one oxygen. Now we have to add up the atomic weights ( 1+1+16 for water and 2+2+16 for heavy water). So, you end up with 18 g/mol for water while for heavy water you get 20g/mol.
What is the molar mass of H2?
It is 2 g/mole. You can get this by adding up the atomic mass 1 twice.
What is the atomic weight of Li2S?
It is 45.95 g/mol. You can get this by adding up the atomic weights of 2 lithium atoms and 1 sulfur atom.
One of the most important proteins in Sars-CoV-2 (Covid-19 virus) has the composition of :
Carbon-1499 pieces, Hydrogen-2318 pieces, Nitrogen-402 pieces, Oxygen-445 pieces, Sulfur-22 pieces.
Yes, this is just one big molecule. Can you tell me the molar mass of this monstrosity?
Just like with any other compound, we can simply add up everything.
1499 * 12 + 2318 * 1 + 402 * 14 + 445 * 16 +22 * 32 = 33758 g/mol
If you consume 4 coffees at once, this is equivalent to 400mg of caffeine. You can survive up to 10 millimoles at once. (fictional value, don't try this!)
The molar mass of caffeine is 194.19 g/mol. Will you be okay?
Dividing 400 milligrams by 194.19 grams per mole gives us 0.0021 moles or 2.1 mmoles, so most likely you will be okay.
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