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Molecular formula = n( empirical formula)Empirical formula = CH2n= molecular formula mass/ empirical formula massMolecular mass = 70 grams per moleEmpirical formula mass = mass of carbon + 2* mass of hydrogenEmpirical formula mass = 12 + 2*1Empirical formula mass = 14 grams per molen= 70/ 14n= 5Molecular formula = n( empirical formula) Molecular formula = 5(CH2) Molecular formula = C5H10 Initially, chemical formulas were obtained by determination of masses of all the elements that are combined to form a molecule and subsequently we come up with two important types of formulas in chemistry: molecular formula and empirical formula. The empirical formula of a compound gives the simplest ratio of the number of different atoms present, whereas the molecular formula gives the actual number of each different atom present in a molecule. If the formula is simplified then it is an empirical formula. The molecular formula is commonly used and is a multiple of the empirical formula. The general statement relating molecular formula and the empirical formula is Molecular Formula = n × Empirical Formula
Empirical Formula Vs Molecular Formula
Example (Glucose Molecular Formula Vs Glucose Empirical Formula)Let’s take the example of glucose. The molecular formula of glucose is C6H12O6 and the empirical formula of glucose is CH2O. We can derive a relation between the Molecular formula and the empirical formula of glucose. Empirical Formula & Molecular Formula of Butane & Octane[/caption] C6H12O6 = 6 × CH2O We can derive a general expression as, Molecular formula = n × empirical formula where n is a whole number Sometimes, the empirical formula and molecular formula both can be the same. Solved ExamplesQuestion-1:The empirical formula of Boron Hydride is BH3. Calculate the molecular formula when the measured mass of the compound is 27.66. SolutionThe atomic mass is given by = B + 3(H) = 10.81 + 3(1) = 13.81u But, the measured molecular mass for Boron atom is given as 27.66u By using the expression, Molecular formula = n × empirical formula n = molecular formula/empirical formula \(\begin{array}{l}= \frac {27.66}{13.81} = 2\end{array} \) Putting the value of n = 2 in the empirical formula we get molecular formula as Molecular formula = 2(BH3) = B2H6. Question-2:The empirical formula of a compound is COCl2 and its molecular mass is 90.00u. Find out the molecular formula of that compound. SolutionCOCl2 = C + O + 2(Cl) = 12 + 16 + 2(35.5) = 99 u Empirical formula is the same as molecular mass as n=1, this means molecular formula is COCl2. Question-3:What is the molecular formula of a compound which has an empirical formula of CH2 and a relative molecular mass of 70? SolutionRelative molecular mass = 70 Empirical formula mass = 12 + 2 = 14 The relative molecular mass is 5 x the relative empirical formula mass The molecular formula is 5 x the empirical formula The molecular formula is C5H10
If no subscription exists, this means that one atom is present in the compound. The most straightforward formulation is also known as the analytical formula. The mathematical formulation is the ratio of the compound elements present. The subscripts in the formula are the numbers of atoms, resulting in a ratio of whole numbers between them.
Empirical formulas represent the simplest notational form. They provide the lowest ratio of whole numbers between the compound elements. They will not have information on the total number of atoms in a single compound molecule, as opposed to molecular formulae.
Using the molar mass from the periodic table, convert the mass of each element to moles. Divide each mole value by the smallest calculated number of moles. Round to complete number nearest. This is the mole ratio of the elements, and is represented in the empirical formula by subscriptions.
Three main categories of chemical formulae exist: analytical, molecular and structural. Empirical formulas show the simplest total-number ratio of atoms in a compound, molecular formulas show the number of each atom type in a molecule, and structural formulas show how the atoms in a molecule are bonded together.
The empirical rule is of primary use in most cases to help determine outcomes when not all the data are available. It allows statisticians – or those studying the data – to gain insight into where, once everything is available, the data will fall. The empirical rule also aids in testing how normal a set of data is. To follow more about empirical and molecular formula, download BYJU’S – the learning app.
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