Partial productivity measures are indicators used to analyze activities in terms of a single input (e.g., units produced per worker, units produced per plant, units produced per hour, or units produced per quantity of material).
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Partial measures output/(single input)Multi-factor measures output/(multiple inputs)Total measure output/ (total inputs)Productivity =(Outputs/inputs)
The partial derivative of z=f(x,y) have a simple geometrical representation. Suppose the graph of z = f (x y) is the surface shown. Consider the partial derivative of f with respect to x at a point. Holding y constant and varying x, we trace out a curve that is the intersection of the surface with the vertical plane. The partial derivative measures the change in z per unit increase in x along this curve. Thus, it is just the slope of the curve at a value of x. The geometrical interpretation of is analogous in both types of derivatives, i.e., Ordinary and Partial Derivatives
A partial circle is an arc
partial of u with respect to x = partial of v with respect to y partial of u with respect to y = -1*partial of v with respect to x
what is 135 divided by 3 in partial quotient