In a system of units, the relations between velocity, acceleration and force are given by v2=v1ϵ2τ,a2=a1ϵτ,F2=F1ϵτ where ϵ and τ are constants. Then in this new system, (where m is mass and L is length)

In a system of units, the relations between velocity, acceleration and

1.	In a system of units, the relations between velocity, acceleration and force are given by v2=v1ϵ2τ,a2=a1ϵτ,F2=F1ϵτ where ϵ and τ are constants. Then in this new system, (where m is mass and L is length)
Answer» In a system of units, the relations between velocity, acceleration and force are given by $v_{2} = \frac{v_{1} ϵ^{2}}{τ}, a_{2} = a_{1} ϵ τ, F_{2} = \frac{F_{1}}{ϵ τ}$ where $ϵ$ and $τ$ are constants. Then in this new system, (where m is mass and L is length)

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In a system of units, the relations between velocity, acceleration and force are given by v2=v1ϵ2τ,a2=a1ϵτ,F2=F1ϵτ where ϵ and τ are constants. Then in this new system, (where m is mass and L is length)

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