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Transcript
## Dimensión M $T = ML^{-3}$ ## Pressure = $$ \frac{F}{Area} $$ ## $\frac{ kg x m/s^2 }{ m^2 }$= $MLT^{-2}$ ## $\frac{kg}{ m s^2 }$ = $ML^{-1}T^{-2}$ ## $W$ = $M{L^2}T^{-2}$ ## $\frac{W}{L^2}$ = $MT^{-2}$
## Dimensión M $T = ML^{-3}$ ## Pressure = $$ \frac{F}{Area} $$ ## $\frac{ kg x m/s^2 }{ m^2 }$= $MLT^{-2}$ ## $\frac{kg}{ m s^2 }$ = $ML^{-1}T^{-2}$ ## $W$ = $M{L^2}T^{-2}$ ## $\frac{W}{L^2}$ = $MT^{-2}$
Tags
physics
dimensional analysis
pressure
mechanics
