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1.BASIC CONCEPTS                                                              eLearn.Punjab

Solution:

                  Mass of ice (water)	 = 10.0 g
                  Molar mass of water	 =18gmol-1

		 Number of molecules of water =       Mass of water in gram        x Avogadro's number
                                   Molar mass of water in g mol−1

                        =              10      x 6.02 x 1023
                                   18 g mol-1
						

Number of molecules of water = 0.55 x 6.02 x 1023			= 3.31 x 1023 Answer
One molecule of water contain hydrogen atoms				 = 2
3.31 x 1023 molecules of water contain hydrogen atoms			 = 2 x 3.31 x 1023

One molecule of water contains oxygen atom			                        	 = 6.68 x 1023 Answer
                                                                     	 =1

3.31 x 1023 molecules of water contain oxygen atoms		                	 = 3.31 x 1023 Answer

One molecule of water contains number of covalent bonds		 =2	

3.31 x 1023 molecules of water contain number of covalent bonds	 = 2 x 3.31 x 1023

Total number of atoms of hydrogen and oxygen                            	= 6.68 x 1023 Answer
                                                                     	 = 6.68 x 1023 + 3.31 x 1023

									                                                            	 = 9.99 x 1023 Answer

Example (9):

10.0 g of H3PO4 has been dissolved in excess of water to dissociate it completely into ions.
Calculate,

            a)	Number of molecules in 10.0 g of H3PO4.
            b)	Number of positive and negative ions in case of complete dissociation in water.

            c)	Masses of individual ions.

            d)	Number of positive and negative charges dispersed in the solution.

Solution:

           (a)		  Mass of H3PO4 				=10 g

                  Molar mass of H3PO4			 =3 + 31 + 64 = 98

                  No. of molecules of H3P04		                 =      Mass of H3PO4        x 6.02 x 1023

                                                                  =  Molar mass of H3PO4

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