find the dimensions of the constants a and b and express these dimensions in SI units
p= RTe - (an/VRT) / (V/n) - b
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Since an/VRT is a power, it is dimensionless and a has the same dimensions as VRT/n. These dimensions are volume × energy /amount^2 expressed in
m^3J mol^-2. b has the same dimensions as V/n, which are volume/amount expressed in m3 mol^-1
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Hii buddy
one is ur answer
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