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States of Matter
   Introduction to States of Matter by S.S. Education
   The Gaseous State S.S. Education
   Gas Laws - Boyle's Law by S.S. Education
   Charle's Law by S.S. Education
   Avogadro's Law by S.S. Education
   Dalton's Law of Partial Pressures by S.S. Education
   Graham's Law of Diffusion by S.S. Education
   Ideal Gas Equation by S.S. Education
   Ideal and Real Gases by S.S. Education
   Kinetic Molecular Theory of Gases by S.S. Education
   Liquefaction of Gases by S.S. Education
   Relationship between Critical Constant and Van der Waal's Constants by S.S. Education
   Maxwell's Distribution of Molecular Speeds by S.S. Education
   The Liquid State by S.S. Education
   Properties of Liquids - I by S.S. Education
   Properties of Liquids - II by S.S. Education
   The Solid State by S.S. Education
   Classification of Solids by S.S. Education
   Crystalline Solids by S.S. Education
Other Maths Tutorials
   Introduction to Vectors and 3-D Geometry
   Matrices and Determinant Tutorials
   Differential Equation Tutorials
Other AIEEE/IIT/PRE-ENGINEERING TUTORIALS
   Maths Tutorials for AIEEE IIT Pre Engineering
   Physics Tutorials for AIEEE IIT Pre Engineering
   Chemistry Tutorials for AIEEE IIT Pre Engineering
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Avogadro's Law

The relationship between the volume of a gas to the number of molecules at constant temperature and pressure is known as Avogadro's law. It states that equal volumes of all gases under similar conditions of temperature and pressure contain equal number of molecules. 22.4 litres of any gas at STP contains 6.023 x 1023 number of molecules irrespective of its nature. Therefore, the volume of a gas is directly proportional to the number of molecules N.
V a N (at constant T and P)
The number of moles 'n' of a gas is also proportional to the number of molecules.
Number of moles, n = (Number of molecules / (6.02x1023))
n = N/N0
Where, N0 represents the Avogadro number and is constant. So,
n a N,
V a N or V a n.
Thus, it can be concluded that the volume of gases at constant temperature and pressure is directly proportional to their number of moles.


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