The parameters for the fixed effects model with interaction are $\alpha _ { i } = \mu _ { i } - \mu , \beta _ { j } = \mu _ { j } - \mu,$ and $\gamma _ {y} = \mu _ { y } - \left( \mu + \alpha _ { i } + \beta _ { j } \right)$ Thus the model is $\mu _ { y } = \mu + \alpha _ { i } + \beta _ { j } + \gamma _ { y }$ The $\alpha _ {i } ^ { \prime } s$ are called the __________ for factor A, whereas the $\beta _ { j } ^ { \prime } s$ are the __________ for factor B. The $\gamma _ { 4 } ^ { \prime } s$ are referred to as the __________ parameters.

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The Answer of The parameters for the fixed effects model with interaction are $\alpha _ { i } = \mu _ { i } - \mu , \beta _ { j } = \mu _ { j } - \mu,$ and $\gamma _ {y} = \mu _ { y } - \left( \mu + \alpha _ { i } + \beta _ { j } \right)$ Thus the model is $\mu _ { y } = \mu + \alpha _ { i } + \beta _ { j } + \gamma _ { y }$ The $\alpha _ {i } ^ { \prime } s$ are called the __________ for factor A, whereas the $\beta _ { j } ^ { \prime } s$ are the __________ for factor B. The $\gamma _ { 4 } ^ { \prime } s$ are referred to as the __________ parameters.

The Parameters for the Fixed Effects Model with Interaction Are αi=μi−μ,βj=μj−μ,\alpha _ { i } = \mu _ { i } - \mu , \beta _ { j } = \mu _ { j } - \mu,αi​=μi​−μ,βj​=μj​−μ,

The Parameters for the Fixed Effects Model with Interaction Are $\alpha _ { i } = \mu _ { i } - \mu , \beta _ { j } = \mu _ { j } - \mu,$