The dimensional formula of force is A) `[MLT^(1)]` B)`[MLT^(-1)]` C) `[MLT^(-2)]` D) `[MLT^(2)]`

Select the dimensional formula of B^2/(2mu0)

Name the physical qauantities which have dimensional formulae as given below : (i) ML^(2)T^(-2) (ii) ML^(2) (iii) ML^(2)T^(-3) (iv) MLT^(-1) .

The dimensional formula of 1/(mu_0in_0) is ..........

The dimensional formula [ML^(-1)T^(-2)] is for the quantity

Using method of dimensions, establish the relation among the given quantities. (a) The potential difference V across a conductor depends on current i flowing in it and resistance of conductor R . (b) The speed of light c can be expressed in terms of free space mu_(0) . The energy U stored in an inductor is function of inductance L and current i flowing through it. (d) The time constant tau to R - C circuit can be expressed in terms of resistance R and capacitance. C . Dimensional formulae: V : ML^(2) T^(-3) A^(-1). R: ML^(2) T^(-3) A^(-2) , in_(0) : M^(-1) L^(-3) T^(4) A^(2), mu_(0) : MLT^(-2) A^(2) , L : ML^(2) T^(-2) A^(-2), C : M^(-1) L^(-2) T^(4) A^(2)

SI Unit of physical quantity whose dimensional formula is M^(-1) L^(-2) T^(4) A^(2) is

If the dimensional formula for the physical quantity is [M^(1)L^(2)T^(-2)] then the physical quantity is ______ .

Which of the following quantity has dimensional formula as (ML^(-1)T^(-2)) ?