What is molar mass: solved problems

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Explanation: 
Answer: 

Problem 1 solution: Use the periodic table to obtain the molar mass of lithium,carbon and oxygen.


 ( molar mass is the number of grams equal to the atomic mass of that element)


molar mass of Li = 6.8 g  , C = 12.0 g and O = 16.0 g


in the formula we have 2 atoms of Li , 1 atom of C and 3 atoms of O.S0,


molar mass of Li in Li2CO3 is =2 x 6.9 g = 13.8 g ofi , molar mass of C in Li2CO3  = 1 x 12.0 = 12.0 g of , molar mass of O in Li2CO3 = 3 x 16.0=48.0 g of O


Obtain molar mass of Li2CO3: add the masses of 2 moles of Li,1 mole of C and 3 mole of O.


13.8 + 12.0 + 48.0 = 78. 8 g/mol


Problem 2 solution :


a) SO3 : using periodic table molar mass of sulfur and oxygen are 32.0 g and 16.0 g respectively.


we have one atom of sulfur as subscript of sulfur in the formula is 1 and we have 3 atoms of oxygen as subscript of oxygen in the formula is 3.So,


molar mass of sulfur in SO3 = 1 x 32.0g = 32.0 g of S and molar mass of O in SO3 = 3 x 16.0 g = 48.0 g of S


Obtain molar mass of SO3 by adding masses of one mole of S and 3 moles of O


32.0 + 48.0  = 80.0 g of SO3


b) NaF :  Molar mass of Na is 23 g and F is 19 g from periodic table


Molar mass of Na in NaF = 1x 23g = 23.0 g of Na  , molar mass of F in NaF = 1x 19 g = 19g of F


Obtaining molar mass of NaF :


23.0 + 19 . 0 = 42 g of NaF per mole


c) Mg3(PO4)2  : Molar mass of Mg is 23.0 g , P is 31.0 g and O is 16.0 g using peridoic table.


Molar mass of Mg in  Mg3(PO4)2 is = 24.0 x 3 = 72.0 g of Mg , molar mass of P in Mg3(PO4)2 is = 31.0 g x 2 = 62 .0 g and molar mass of O in Mg3(PO4)2 is = 16 x 8 = 128.0 g of O 


obtaining molar mass of Mg3(PO4)2:


72.0g + 62.0 g + 128.0 g = 262 g of Mg3(PO4)2 per mole


d) H20  : Add together the atomic masses of all of the atoms of hydrogen and oxygen in a molecule of water:

2 x 1.008 g (hydrogen) + 1 x 16.00 g (oxygen) = 18.02 g