find the value of each limit. 1. $lim_{x ightarrow - 3}(2x^{2}+x - 5)$

$find the value of each limit. 1. $lim_{x ightarrow - 3}(2x^{2}+x - 5)$$

find the value of each limit.

ightarrow - 3}(2x^{2}+x - 5)$

Substitute $x = - 3$ into $2x^{2}+x - 5$.
\[2(-3)^{2}+(-3)-5\]

First, calculate $(-3)^{2}=9$.
\[2\times9+(-3)-5\]

Multiply $2\times9 = 18$.
\[18+(-3)-5\]

\[18 - 3-5=10\]

$10$