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What is the dimension of force

Answer» MLT is the power -2 inverse
The\xa0dimension of force\xa0is [MLT−2]
The dimension of a physical quantity is defined as the powers to which the fundamental quantities are raised in order to represent that quantity. The seven fundamental quantities are enclosed in square brackets [ ] to represent its dimensions.
\xa0Force applied on a body is the product of acceleration and mass of the body
Force = Mass × AccelerationDimension of Mass = [M]Dimension of Acceleration = [LT-2]Dimension of Force will be = [M] × [LT-2][Force] = [MLT-2]


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