The relation between force F and density d is F=x/√d.The dimensions of x are

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The relation between force F and density d is F = x/√d. The dimension of x is : The relation between force F and density d is F = x/√d. The dimension of x is :
. The relation between force F and density d is F = x/(√d). The dimension of x is. (MHT CET 2014) . The relation between force F and density d is F = x/(√d). The dimension of x is. (MHT CET 2014)
Force (F) & density (d) are related as: F= A/(B+Vd). Find the dimensions of A & B. Force (F) & density (d) are related as: F= A/(B+Vd). Find the dimensions of A & B.
Force F and density d are related as F=α/β+√(d) then find the dimensions of α : a. [M^1 / 2 L^-1 ... Force F and density d are related as F=α/β+√(d) then find the dimensions of α : a. [M^1 / 2 L^-1 ...
Force F and density D are related as F=(alpha)/(beta+sqrtd), Then find the dimensions of alpha a... Force F and density D are related as F=(alpha)/(beta+sqrtd), Then find the dimensions of alpha a...
If Force =X/(density)+C is a dimensionally correct relation, then X will have dimensions in the ... If Force =X/(density)+C is a dimensionally correct relation, then X will have dimensions in the ...
Force \(F\) and density \(d\) are related as \(F =\frac{\alpha}{\beta+\sqrt{ d }}\) then find the... Force \(F\) and density \(d\) are related as \(F =\frac{\alpha}{\beta+\sqrt{ d }}\) then find the...
Force F = X/(density ) + C is a dimensionally correct relation, then X will have dimensions Force F = X/(density ) + C is a dimensionally correct relation, then X will have dimensions