A 1.00 L sample of water contains 0.0048 g of SH ions. Determine the concentration (in ppm) of SH ions? The density of the solution is 1.00 g/mL.
and
What is the weight percent of a caffeine solution prepared by dissolving 6.35 g of caffeine, C8H10N4O2, in 75.0 g of benzene, C6H6?
1)
given
mass of SH ions = 0.0048 g
we know that
1 g = 1000 mg
so
mass of SH ions = 0.0048 x 1000 mg
mass of SH ions = 4.8 mg
given
volume = 1 L
we know that
concentration in ppm = mass of SH ions in mg / volume of solution in L
concentration in ppm = 4.8 / 1
concentration in ppm = 4.8
so
the concentration of SH ions is 4.8 ppm
2)
now
total mass of the solution = mass of caffeine + mass of benzne
total mass of the solution = 6.35 + 75
total mass of the solution = 81.35 g
now
% weight of caffeine = mass of caffeine x 100 / mass of solution
% weight of caffeine = 6.35 x 100 / 81.35
% weight of caffeine = 7.8
so
the weight percent of caffeine solution is 7.8%
A 1.00 L sample of water contains 0.0048 g of SH ions. Determine the concentration (in...
What is the weight percent of a caffeine solution made by dissolving 6.35 g of caffeing, C8H10N4O2, in 75 g of benzene. C6H6?
What is the weight percent of a caffeine solution made by dissolving 6.35 g of caffeing, C8H10N4O2, in 75 g of benzene. C6H6?
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