a compound has the percent composition 47.40% Pd, 28.50% O, 21.40% C, and 2.69% H. based on this information, which molecular formulas could represent the compound?

Respuesta :

Answer:- molecular formula is [tex]PdC_4H_6O_4[/tex] .

Solution:- Percentages are given from which we will calculate the moles of each element.

moles of Pd = [tex]47.40gPd(\frac{1mol}{106.42g})[/tex] = 0.445 mol Pd

moles of O = [tex]28.50gO(\frac{1mol}{16g})[/tex] = 1.78 mol O

moles of C = [tex]21.40gC(\frac{1mol}{12.01g})[/tex] = 1.78 mol C

moles of H = [tex]2.69gH(\frac{1mol}{1.01g})[/tex] = 2.66 mol H

Now we divide the moles of each by the least one of them. The least one is 0.445. So, let's divide the moles of each by 0.445.

Pd = [tex]\frac{0.445}{0.445}[/tex] = 1

O = [tex]\frac{1.78}{0.445}[/tex] = 4

C = [tex]\frac{1.78}{0.445}[/tex] = 4

H = [tex]\frac{2.66}{0.445}[/tex] = 6

So, the molecular formula of the compound is [tex]PdC_4H_6O_4[/tex] .

Answer: The second selection = Pd(O2CCH3)2

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