the vandar waal equation of one mole of real gas is (P+a/V^2)(V-b)=RT , where P is the pressure , V is the volume , T is the absolute temperature, R is the molar gas constant and a and b are vander waal's constant what are the dimension of a those of?
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Answer:
[ML8T−2]
Explanation:
Since, the dimensions of P must be same as V2a,
Hence,
L6[a]=[ML−1T−2]
[a]=[ML5T−2]
Also, dimension of b must be same as that of V. Hence, [b]=L3.
Thus, [ab]=[ML8T−2]
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