
What is the empirical formula of Caffeine \[({{C}_{8}}{{H}_{10}}{{N}_{4}}{{O}_{2}})\], a substance found in tea and coffee?
Answer
511.8k+ views
Hint: The empirical formula of any compound can be calculated easily using the following formula.
\[\text{Molecular formula = n}\times \text{empirical formula}\]
In order to use this formula, we must be knowing either molecular formula or empirical formula.
Complete step by step solution:
- Empirical formula is the simplest formula which provides the lowest whole number ratio of the element present in the compound.
- Relative Number of all the elements present in the compound can be found using the empirical formula.
- Empirical formula can be calculated using this formula
\[\text{Molecular formula = n}\times \text{empirical formula}\]
- Molecular formula is the multiple of the empirical formula.
- Molecular formula gives the actual number of elements present in the compound.
For example, in acetylene:
-\[{{C}_{2}}{{H}_{2}}\]is the molecular formula and \[CH\]is the empirical formula.
For caffeine, the molecular formula is \[({{C}_{8}}{{H}_{10}}{{N}_{4}}{{O}_{2}})\]
Using the formula, Molecular formula = n. empirical formula
where n is taken as the lowest number of elements present in the compound.
Oxygen atoms are present in the lowest quantity. So, n is taken as 2.
\[{{\text{C}}_{8}}{{\text{H}}_{10}}{{\text{N}}_{4}}{{\text{O}}_{2}}\text{ = 2 }\times \text{ Empirical formula}\]
\[\text{Empirical formula =}\dfrac{{{C}_{8}}{{H}_{10}}{{N}_{4}}{{O}_{2}}}{2}\]
\[\text{Empirical formula = }{{\text{C}}_{4}}{{\text{H}}_{5}}{{\text{N}}_{2}}\text{O}\]
Therefore, empirical formula of caffeine is \[{{\text{C}}_{4}}{{\text{H}}_{5}}{{\text{N}}_{2}}\text{O}\].
Additional information:
-Caffeine is Methylxanthine alkaloid. It is found in coffee seeds, tea leaves, nuts, etc.
- Its IUPAC name is \[1,3,7-Trimethylpurine-2,6-dione\].
- It is a stimulant for the central nervous system.
Note: -Empirical formula and molecular formula are different from each other.
- Molecular formula gives actual number of elements present in the compound whereas empirical formula gives lowest whole number ratio of the element present in the compound.
\[\text{Molecular formula = n}\times \text{empirical formula}\]
In order to use this formula, we must be knowing either molecular formula or empirical formula.
Complete step by step solution:
- Empirical formula is the simplest formula which provides the lowest whole number ratio of the element present in the compound.
- Relative Number of all the elements present in the compound can be found using the empirical formula.
- Empirical formula can be calculated using this formula
\[\text{Molecular formula = n}\times \text{empirical formula}\]
- Molecular formula is the multiple of the empirical formula.
- Molecular formula gives the actual number of elements present in the compound.
For example, in acetylene:
-\[{{C}_{2}}{{H}_{2}}\]is the molecular formula and \[CH\]is the empirical formula.
For caffeine, the molecular formula is \[({{C}_{8}}{{H}_{10}}{{N}_{4}}{{O}_{2}})\]
Using the formula, Molecular formula = n. empirical formula
where n is taken as the lowest number of elements present in the compound.
Oxygen atoms are present in the lowest quantity. So, n is taken as 2.
\[{{\text{C}}_{8}}{{\text{H}}_{10}}{{\text{N}}_{4}}{{\text{O}}_{2}}\text{ = 2 }\times \text{ Empirical formula}\]
\[\text{Empirical formula =}\dfrac{{{C}_{8}}{{H}_{10}}{{N}_{4}}{{O}_{2}}}{2}\]
\[\text{Empirical formula = }{{\text{C}}_{4}}{{\text{H}}_{5}}{{\text{N}}_{2}}\text{O}\]
Therefore, empirical formula of caffeine is \[{{\text{C}}_{4}}{{\text{H}}_{5}}{{\text{N}}_{2}}\text{O}\].
Additional information:
-Caffeine is Methylxanthine alkaloid. It is found in coffee seeds, tea leaves, nuts, etc.
- Its IUPAC name is \[1,3,7-Trimethylpurine-2,6-dione\].
- It is a stimulant for the central nervous system.
Note: -Empirical formula and molecular formula are different from each other.
- Molecular formula gives actual number of elements present in the compound whereas empirical formula gives lowest whole number ratio of the element present in the compound.
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