Respuesta :
Answer:
C2H5OH
Explanation:
To know the compound used as the sample, let us calculate the empirical formula for the compound. This is illustrated below:
Data obtained from the question include:
Carbon (C) = 52.14%
Hydrogen (H) = 13.13%
Oxygen (O) = 34.73%
Next, divide the above by their individual molar mass
C = 52.14/12 = 4.345
H = 13.13/1 = 13.13
O = 34.73/16 = 2.171
Next, divide the above by the smallest number.
C = 4.345/2.171 = 2
H = 13.13/2.171 = 6
O = 2.171/2.171 = 1
Therefore, empirical formula for the compound is C2H6O
Now we can re-arrage C2H6O to become C2H5OH.
Therefore, the compound used as the sample is C2H5OH
Answer:
[tex]C_{2}[/tex][tex]H_{5}[/tex][tex]OH[/tex]
[tex]C_{4}[/tex][tex]H_{12}[/tex][tex]O_{2}[/tex]
Explanation:
From what we know about the unknown compound's percent composition:
- Carbon: 51.14%
- Hydrogen: 13.13%
- Oxygen: 34.73%
Let us assume we have exactly 100 grams of the unknown compound. Now that we have 100 grams of the unknown compound, the composition is:
- Carbon: 51.14 g
- Hydrogen: 13.13 g
- Oxygen: 34.73 g
Now, we need to convert the grams into moles. To do that, we divide their weight in grams by solar mass or their weight from the periodic table.
- Carbon: 51.14 ÷ 12.01 = 4.341
- Hydrogen: 13.13 ÷ 1.008 = 13.025
- Oxygen: 34.73 ÷ 16 = 2.170
Next, we divide the moles by the smallest amount to find the ratios.
- Carbon: 4.341 ÷ 2.170 = 2.000
- Hydrogen: 13.025 ÷ 2.170 = 6.002
- Oxygen: 2.170 ÷ 2.170 = 1
From this, we can gather that our formula looks may look something like [tex]C_{2}[/tex][tex]H_{6}[/tex][tex]O[/tex]. Looking at our choices, we can conclude that [tex]C_{2}[/tex][tex]H_{5}[/tex][tex]OH[/tex] equals [tex]C_{2}[/tex][tex]H_{6}[/tex][tex]O[/tex]. We can also conclude that [tex]C_{4}[/tex][tex]H_{12}[/tex][tex]O_{2}[/tex] is another possible formula for the compound since [tex]C_{4}[/tex][tex]H_{12}[/tex][tex]O_{2}[/tex] is just [tex]C_{2}[/tex][tex]H_{6}[/tex][tex]O[/tex], but with each subscript multiplied by 2.
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