In ANOVA the Relative Contribution of a Factor X Is $\mathrm { m } _ { x } ^ { 2 } = \frac { S S _ { \underline { X } } / ( \mathrm { c } - 1 ) } { \mathrm { SSerror } / ( \mathrm { N } - c ) }$

question 46

Short Answer

In ANOVA the relative contribution of a factor X is calculated as . A) $\mathrm { m } _ { x } ^ { 2 } = \frac { S S _ { \underline { X } } / ( \mathrm { c } - 1 ) } { \mathrm { SSerror } / ( \mathrm { N } - c ) }$

B) $m ^ { 2 } x = \frac { S S x / d f x } { S S _ { e r r o r } }$

C) $m ^ { 2 } x = \frac { S S x } { \left. S S _ { \text {total } } + M M _ { \text {error } } x \times S _ { \text {error } } \right) }$

D) $\mathrm { m } ^ { 2 } \times = \frac { \left( S S _ { \chi 1 } + S S _ { \chi 2 } + S S _ { \chi 1 \times 2 } \right) / d f _ { \chi 1 } } { S S _ { \text {total } } + M S _ { \text {error } } }$

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Definitions:

Fixed Costs

Expenses that do not change with the level of output or sales, such as rent, salaries, and insurance premiums.

Product Mix

This term represents the complete range of items that a business has available for sale, highlighting diversity in product offerings.

Machine Hours

A measure of production activity or cost allocation based on the number of hours machines are operated in the manufacturing process.

Product Cost Distortions

Inaccuracies in the allocation of manufacturing overhead to products, often resulting from using outdated or overly simplified costing methods.