If eta =(A)/(B)log (Bx + C) is dimensionally true, then (here h is the coefficient of viscosity and x is the distance)

If eta =(A)/(B)log (Bx + C) is dimensionally true, then (here h is the

1.	If eta =(A)/(B)log (Bx + C) is dimensionally true, then (here h is the coefficient of viscosity and x is the distance)
Answer» C is dimensionless constant B has dimensions of -1 in length the DIMENSIONAL formula of A is `ML^(-2)T^(-1)` all the above are true ANSWER :D