M, L, T Base Dims Force / Torque [$M^{1}$$L^{1}$$T^{-2}$] Energy / Work [$M^{1}$$L^{2}$$T^{-2}$] Power [$M^{1}$$L^{2}$$T^{-3}$] Pressure [$M^{1}$$L^{-1}$$T^{-2}$] Momentum [$M^{1}$$L^{1}$$T^{-1}$] Angular Momentum [$M^{1}$$L^{2}$$T^{-1}$] Viscosity [$M^{1}$$L^{-1}$$T^{-1}$]

Reading the diagram: All derived quantities radiate from the three base dimensions M (mass), L (length), T (time). Note how increasing the power of L (from $L^{-1}$ to $L^{2}$ ) moves you from pressure → force → energy → angular momentum — each added metre of length changes the physical meaning entirely.