Calculate the empirical formula of a compound whose molecular formula is C8H6O4 and empirical formula weight is 83.
Answers
✠
• Calculate the empirical formula weight of the compound from its empirical formula,
• Divide it's molecular weight by empirical weight which gives the number (n).
• Multiply the empirical formula by this number to get the molecular formula.
Molecular formula = empirical formula × n
where n = Molecular weight / Empirical formula weight.
Calculating molecular weight....
= 12 × 8 + 1 × 6 + 16 × 4
= 166
Using the given formula...
That is,
n(Empirical formula weight) = Molecular weight
Therefore, n = Molecular weight / Empirical formula weight
Now,
empirical formula × n
As we know n is 2.
So empirical formula
Answer:
Steps of finding molecular formula:
• Calculate the empirical formula weight of the compound from its empirical formula,
• Divide it's molecular weight by empirical weight which gives the number (n).
• Multiply the empirical formula by this number to get the molecular formula.
Molecular formula = empirical formula × n
where n = Molecular weight / Empirical formula weight.
\text{✠ Step \: by \: step \: explaination:}✠ Step by step explaination:
Calculating molecular weight....
= 12 × 8 + 1 × 6 + 16 × 4
= 166
Using the given formula...
That is,
n(Empirical formula weight) = Molecular weight
Therefore, n = Molecular weight / Empirical formula weight
Now,
= \:\dfrac{166}{83}=
83
166
= \: 2=2
empirical formula × n
As we know n is 2.
So empirical formula
= \: C_{4} H _{6}O_{2}=C
4
H
6
O
2