A function relating y to x is ___________ if by means of a transformation on x and / or y, the function can be expressed as $y ^ { \prime } = \beta _ { 0 } + \beta _ { 1 } x ^ { \prime }$ , where $x ^ { t }$ is the transformed independent variable and $y ^ {t }$ is the transformed dependent variable.

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The Answer of A function relating y to x is ___________ if by means of a transformation on x and / or y, the function can be expressed as $y ^ { \prime } = \beta _ { 0 } + \beta _ { 1 } x ^ { \prime }$ , where $x ^ { t }$ is the transformed independent variable and $y ^ {t }$ is the transformed dependent variable.

A Function Relating Y to X Is ___________ If by Means