$\frac{\left\{x_{v}-x_{v \min }\right\}}{\left\{x_{v \max }-\left\{x_{v \min }\right\}\right.}=\frac{\left\{x_{w}-x_{w \min }\right\}}{\left\{x_{w \max }-x_{w \min }\right\}}$\

$x_{v}-x_{v \min }=\frac{\left\{x_{v \max }-x_{v \min }\right\}}{\left\{x_{w \max }-x_{w \min }\right\}} \cdot x_{w}-x_{w \min }$

$x_{v}-x_{v m i n}=S_{x}\left[x_{w}-x_{w m i n}\right]$

Diagram

$x_{v}=S_{x} x_{w}-S_{x} x_{w \min }+X_{v \min }$

$x_{v}=S_{x} x_{w}-\left[\frac{\left\{x_{v \max }-x_{v m i n}\right\}}{\left\{x_{w …