Three pure compounds form when 1.50 g samples of element X combine with, respectively, 0.708 g, 0.945 g and 1.184 g of element Z. The first compound has the formula X2Z3. Find the empirical formulas of other two compounds.
Mass of X in 1st compound = 1.0 g
Mass of Z in 1st compound = 0.472 g
The emperical formula of first compound = X2Z3
That means 1.0 g of X is equivalent to 2 moles of X
<=> 1 mole of X = 0.5 g of X.
0.472 g of Z is equivalent to 3 moles of Z
<=> 1 mole of Z = 0.15733 g of X
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2nd compound
Mass of X = 1.0 g
So moles of X = 1.0/0.5 = 2
The mass of Z = 0.420 g
Number of moles of Z = 0.420/0.15733 = 2.6695 moles
Ratio of moles of X to Z = 2:2.6695 = 3:4
Answer: Emperical formula of second compound =Â X3Z4
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3rd compound
Mass of X = 1.0 g
So moles of X = 1/0.5 = 2 moles
The mass of Z = 0.236 g
Number of moles of Z = 0.236/0.15733 = 1.5 moles
Ratio of moles of X to Z = 2:1.5 = 4:3
Emperical formula of third compound =Â X4Z3
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