graph is here

Consider the function $h(x),$ graphed below.

$(10$ marks$)$

TRU Open Learning

$2$

Assignment $1$

Find the following limits$.$ If the limit does not exist, explain why:

i$.\underset{x-1^{-}}{lim}h(x)$

ii$.,\underset{x-1^{+}}{lim}h(x)$

iii. $\underset{x-1}{lim}h(x)$

iv$.\underset{x{0}^{-}}{lim}h(x)$

v$.\underset{x{0}^{+}}{lim}h(x)$

vi$.\underset{x0}{lim}h(x)$

vii. $\underset{x{1}^{-}}{lim}h(x)$

viii. $\underset{x{1}^{+}}{lim}h(x)$

ix$.\underset{x1}{lim}h(x)$

x$.,\underset{x-2}{lim}h(x)$