Consider the graph of the function $y=f(x).$

$($Vos can click as she graph so enlerge it$.)$

i$.f(a)$ is defined.

ii$.$ firm fistexim. and

in $\underset{x}{lim}f(x)=f(a),$

Lier all a$-$values for which the fistotion is decontinous in ascendag onder $($apallest no largest, and identify the first$1.f(a)$ is defined.

ii$.$ tirs $f^{\text{'}}(x)$ ralan, and

$ln(x)-f(x)$

Licrall $x-$values for which the funcrion is discuminour in ascesding onder $($salter so larger$),$ and idencify the first coedicon of the formal definition thar in not natified ar each point of discompinity.

e$.x($smallest$)$

Condition: $$

b$.x=$

Condition: $$

$cx=$

Condition: $$

d$.x($Jargest$)$

Conditionc

$$