Finding Errors Using Dimensional Homogeneity Learning Goal: To understand how di

Question

Finding Errors Using Dimensional Homogeneity Learning Goal: To understand how dimensional homogeneity can be used to find errors in algebraic manipulations. For any equation that describes a physical process, its terms must be dimensionally homogeneous (i.e., each term must have the same dimensions). Each term in such an equation must be expressed in the same units. If the equation's terms are dimensionally homogeneous, the equation will remain homogeneous regardless of how it is evaluated. Part A Match the following quantities with their SI base units. For any derived quantity, both the derived unit and its associated base units are given. Drag the appropriate items to their respective bins.

Explanation / Answer

Length - m

Time -sec

Mass -Kg

Force -N=Kgm/sec^2

Area - m^2

Velocity - m/sec

Accleration -m/sec^2

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