1.

If \[F=\frac{v}{C\ln (xb)}\], then

A. F and v denote force and velocity, the dimensions of C are [MT]
B. x denotes distance, the dimensions of b are [\[L_{{}}^{-1}\]]
C. The dimension of \[\frac{v}{C}\] never be same as F
D. The dimensions of x must be same as \[\frac{v}{cb}\]
Answer» C. The dimension of \[\frac{v}{C}\] never be same as F


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