Help with calculations using molar mass

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The discussion centers on understanding the relationship between moles, mass, and molar mass in chemistry. The equation provided by the chemistry teacher states that the number of moles of a compound equals the mass of the sample in grams divided by the molar mass in grams per mole. To rearrange this equation into the form mol = g x (mol/g), one can apply dimensional analysis. This involves recognizing that dividing by molar mass (grams/mol) is equivalent to multiplying by its reciprocal (mol/g). An example is given where 18 grams of carbon is used to illustrate the calculation of moles, resulting in 1.5 moles. The discussion emphasizes the importance of understanding these conversions and the underlying principles of dimensional analysis in chemistry.
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So my chemistry teacher said that: Moles of a compound = mass of the sample (grams) ÷ molar mass of the compound (grams/mol)

So how do i get from there to the equations mol = g x (mol/g)??

I would like to know the steps involved i.e. rearranging the equation, dimensional analysis

Thanks!
 
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What happens when you "÷ molar mass of the compound (grams/mol)" ?
 
Im not sure exactly what your question is because it did not really make sense. But the meaning of that equation is to tell you the amount of moles that are in a certain quantity of a molecule. For example:
If there are 18 grams of carbon we can figure out how many moles there are by using the equation.

moles=amount/molar mass

That is, moles = 18/12
moles = 1.5
So there are 1.5 moles in 18 grams of carbon.
Good Luck from a fellow chem student
 
Grace Otto said:
So my chemistry teacher said that: Moles of a compound = mass of the sample (grams) ÷ molar mass of the compound (grams/mol)
The dimensional analysis is already done, right here, but I'll restate it in nicer format. ##\frac{[g]}{[g/mol]}=[g]\frac{1}{[g/mol]}=[g][mol/g]=[mol]##. Note that dividing by a fraction is simply multiplication by it's reciprocal.
 
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