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If eta =(A)/(B)log (Bx + C) is dimension...

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

A

C is dimensionless constant

B

B has dimensions of -1 in length

C

the dimensional formula of A is `ML^(-2)T^(-1)`

D

all the above are true

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The correct Answer is:
D
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