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Van der waals, equation of state is (P + a/V2)(V - b) = nRT. The dimensions of a and b are
- a)[ML3T2], [ML3T0]
- b)[ML5T-2], [M0L3T0]
- c)[M2LT2], [ML3T2]
- d)[ML2T], [ML2T2]
Correct answer is option 'B'. Can you explain this answer?
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Van der waals, equation of state is (P + a/V2)(V - b)= nRT. The dimens...
Given,
Van der waals equation.
Where, a/V2 have dimension of pressure and b have dimension of volume i.e., [M0L3T0]
∴ a-pressure x V2
= [ML-1T-2] x [L3]2
= [ML5T-2]
Van der waals equation.
Where, a/V2 have dimension of pressure and b have dimension of volume i.e., [M0L3T0]
∴ a-pressure x V2
= [ML-1T-2] x [L3]2
= [ML5T-2]
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Van der waals, equation of state is (P + a/V2)(V - b)= nRT. The dimens...
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Van der waals, equation of state is (P + a/V2)(V - b)= nRT. The dimensions of a and b area)[ML3T2], [ML3T0]b)[ML5T-2], [M0L3T0]c)[M2LT2], [ML3T2]d)[ML2T], [ML2T2]Correct answer is option 'B'. Can you explain this answer?
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