What mass of sulphur dioxide contains the same number of molecules as are in 2.00 g of ammonia.?
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Hello Mate!
Molecular formula of Ammonia = NH3
Molecular formula of Sulphur dioxide = SO2
No. of molecules of NH3 = No. of molecules of SO2
W in g/ W in g/mol × Avagrado number = W in g/ W in g/mol × Avagrado number
So, avagrado number get cancelled out.
W in g / W in g/mol = W in g / W in g/mol
W in g / ( 32 + 16 × 2 ) = 2 g / ( 14 + 1 × 3 )
W in g / 64 = 2 / 17
W in g = 2 × 64 / 17
W in g = 7.53 g
Hence, 7.53 g of sulphur dioxide contains the same number of molecules as are in 2.00 g of ammonia.
Have great future ahead!
Molecular formula of Ammonia = NH3
Molecular formula of Sulphur dioxide = SO2
No. of molecules of NH3 = No. of molecules of SO2
W in g/ W in g/mol × Avagrado number = W in g/ W in g/mol × Avagrado number
So, avagrado number get cancelled out.
W in g / W in g/mol = W in g / W in g/mol
W in g / ( 32 + 16 × 2 ) = 2 g / ( 14 + 1 × 3 )
W in g / 64 = 2 / 17
W in g = 2 × 64 / 17
W in g = 7.53 g
Hence, 7.53 g of sulphur dioxide contains the same number of molecules as are in 2.00 g of ammonia.
Have great future ahead!
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16
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ȯ Given:
Mass of Ammonia = 2g
Molar mass of ammonia = (1 * 14) + (3 * 1) = 17
We know that, 17 g of ammonia will contain 6.022 * 10^23 molecules
Therefore 2 g of ammonia will contain,
= 0.708 * 10^23 molecules
Molar mass of sulphur dioxide = (1 * 32) + (2 * 16) = 64
We know that 64 g of sulphur dioxide will contain 6.022 * 10^23 molecules
Therefore, 0.708 * 10^23 molecules will weigh
= 7.52 g
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...............Here You Go Ur Answer............
╚═══❁═❀═✪═❀═❁════╝
ıllıllıllıllıllıllı[ Your Answer ]ıllıllıllıllıllıllı
ȯ Given:
Mass of Ammonia = 2g
Molar mass of ammonia = (1 * 14) + (3 * 1) = 17
We know that, 17 g of ammonia will contain 6.022 * 10^23 molecules
Therefore 2 g of ammonia will contain,
= 0.708 * 10^23 molecules
Molar mass of sulphur dioxide = (1 * 32) + (2 * 16) = 64
We know that 64 g of sulphur dioxide will contain 6.022 * 10^23 molecules
Therefore, 0.708 * 10^23 molecules will weigh
= 7.52 g
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