find the dimension of A and B in the eqn ( p + a/v^2 ) ( v- b) = RT
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Explanation:
( p + a/v^2 ) ( v- b) = RT
p=pressure dimension=ML^-1T^-2
V=VOLUME DIMENSION= L³
R=UNIVERSAL CONST.=ML^2T^-2K^-1.mol^-1 (NOT REQUIRED)
T=TEMP DIMENSION=T. (NOT REQUIRED)
TWO dimension when equal then there sum or subtraction possible. So....,
[P]=[a/V²]
[ML^-1T^-2]=[ a/(L³)²]
[a]= [ML^5T^-2]...... dimension of a
[b]=[V]
[b]=[L³]........dimension of b
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