The work done `'w'` by a body varies with displacement `'x'` as `w = Ax + (B)/((C-x)^(2))`. The demensional formula for `'B'` is

The work done 'w' by a body varies with displacement 'x' as w=Ax+(B)/(c-x)^(2) .The dimensional formula for B is

Hydrostatic pressure 'P' varies with displacement 'x' as P = (A)/(B)log(Bx^(2) +C) where A,B, and C are constants. The dimensional formula for 'A' is

if work is done by the system then W is

if work is done by the system then W is

A force (F) acting on a particle varies work done by a particle varies with the with the position x as shown in figure . Find the work done by by force in displacing the particle from . (a) x =-2m to x=0 (b) x=0 to x =2m. .

If W=work done, T= Temperature, k_B = boltzmann constant X = displacement & W = alpha (beta^2) e^(-x^2/(alpha T k_B)) then find the dimension of beta

If W=work done, T= Temperature, k_B = boltzmann constant X = discplacement & W = (alpha^2) beta e^((-x^2 beta)/ (Tk_B)) then find dimension of beta

The work done in taking a unit positive charge from P to A is W_A and P to B is W_B . Then .