f=(x/linear density)+y ,where f=force then find dimension of x and y
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Explanation:
dimension of f=[MLT^-2]
dimension of linear density=[ML^-3]
now, according to the principle of homogeneity of dimension, only those quantities can be added or subtracted which has same dimensions..
so,
dimension of x=[MLT^-2][ML^-3]
=[M²L^-1T^-2]
dimension of y=dimension of f=[MLT^-2]
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