V=constant\] When \[F=\mu mg\] net FORCE on BLOCK becomes ZERO, i.e., it has maximum or TERMINAL velocity \[\therefore \] \[p=(\mu mg){{V}_{\max }}\] \[\therefore \] \[{{V}_{\max }}=\frac{P}{\mu mg}\]

"> V=constant\] When \[F=\mu mg\] net FORCE on BLOCK becomes ZERO, i.e., it has maximum or TERMINAL velocity \[\therefore \] \[p=(\mu mg){{V}_{\max }}\] \[\therefore \] \[{{V}_{\max }}=\frac{P}{\mu mg}\]

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A block of mass m is pulled by a constant power P placed on a rough horizontal plane. The friction coefficient between the block and the surface is \[\text{I}{{\text{F}}_{\text{3}}}\]. Maximum velocity of the block will be

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[d] \[\therefore P=F.V=constant\] When \[F=\mu mg\] net FORCE on BLOCK becomes ZERO, i.e., it has maximum or TERMINAL velocity \[\therefore \] \[p=(\mu mg){{V}_{\max }}\] \[\therefore \] \[{{V}_{\max }}=\frac{P}{\mu mg}\]

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