Answer
$2+0+0$
$=2$
Work Step by Step
$\sum_{i=1}^3({x_i}^2+x_i)$
$=({x_1}^2+x_1)+({x_2}^2+x_2)+({x_3}^2+x_3)$
$=((-2)^2+(-2))+((-1)^2+(-1))+(0^2+0)$
$=2+0+0$
$=\boxed{2}$
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