The three basic dimensions in fluids are length L, time T, and mass M. The equation...

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The three basic dimensions in fluids are length L, time T, and mass M. The equation that relates distance d to time t, d = 16.2 t2, is dimensionally homogeneous if: O the units of d are L and the units of t are T. O the units of d are T and the units of t are L. O the units of the constant 16.2 are L/T. Od and t are dimensionless. O the equation cannot be dimensionally homogeneous. The three basic dimensions in fluids are length L, time T, and mass M. The equation that relates distance d to time t, d = 16.2 t2, is dimensionally homogeneous if: O the units of d are L and the units of t are T. O the units of d are T and the units of t are L. O the units of the constant 16.2 are L/T. Od and t are dimensionless. O the equation cannot be dimensionally homogeneous.

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