ML²T-²
are
dimensions of
(a)kinetic energy
(b)linear momentum
(c)Power
(d)force
Answers
Answered by
16
ANSWER:
- Option a) [ ML²T⁻² ] is the dimensions of Kinetic Energy.
GIVEN:
- The dimension is [ ML²T⁻² ].
TO FIND:
- The correct option.
EXPLANATION:
KINETIC ENERGY:
- K.E = 1/2 mv²
- Unit of Kinetic Energy = joules
- Joules = kgm²/s² [As K.E = 1/2 mv² ]
- [ K.E ] = [ M L² T⁻² ]
LINEAR MOMENTUM:
- p = mv
- Unit of Linear Momentum = kgm/s
- [ p ] = [ M L² T⁻¹ ]
POWER:
- P = W / t
- Unit of Power = Watt
- Unit of Work = J, Unit of Time = s
- Unit of Power = J / s
- Watt = kgm²/s³
- [ K.E ] = [ M L² T⁻³ ]
FORCE:
- F = ma
- Unit of Force = newton
- Newtom = kgm/s² [As F = ma ]
- [ F ] = [ M L T⁻² ]
Hence [ ML²T⁻² ] is the dimensions of Kinetic Energy.
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