Here Is a Box of SPSS Output Using GSS2008 Data

Here is a box of SPSS output using GSS2008 data:
$\begin{array}{c}\text { Coefficients }^{\mathrm{a}}\\\begin{array}{|ll|cc|c|r|r|}\hline&&\text { Unstandardized }& \text { Coefficients }&\begin{array}{c} \text { Standardized} \\ \text { Coefficients }\end{array}\\\hline& \text { Model }& \text { B } \quad\quad\quad\mid& \text { Std. Error } & \text { Beta } & {\mathrm{t}} & \text { Sig. } \\ \hline 1& \text { (Constant) } & 2.944& .036 & & 82.868 & .000 \\&\begin{array}{l}\text { race (Not Black=0, } \\\text { Black=1) }\end{array} & -.301& .116 & -.084 & -2.607 & .009 \\&\begin{array}{l}\text { race }(\text { Not Other=0, } \\\text { Other=1) }\end{array} & -.082 & .118 & -.022 & -.690 & .490 \\\hline\end{array}\end{array}$
$\text { a. Dependent Variable: Happiness Index }$ What is the correct way to write the regression equation?

A) HAPPYINDEX = 2.94 - .30 (BLACK) - .08 (OTHER)
B) HAPPYINDEX = 2.94 - .30 (BLACK)
C) HAPPYINDEX = 2.94 - .01 (BLACK) - .49 (OTHER)
D) HAPPYINDEX = 2.94 (WHITE) - .30 (BLACK) - .08 (OTHER)