Question

A question on Limits​...In attachment...Need help

Answer 1

Step-by-step explanation:

We have,

$\lim_{x \rarr2^{ - } }[x]$

$= \lim _{h \rarr0} \: [2 - h]$

$= \lim _{h \rarr0 } 1$

$= 1$

Answer 2

Hey mate,

We have,

\begin{gathered}\lim_{x \rarr2^{ - } }[x] \\\end{gathered} x→2−lim[x]\begin{gathered}= \lim _{h \rarr0} \: [2 - h] \\\end{gathered}

= h→0 lim [2−h] \begin{gathered}= \lim _{h \rarr0 } 1 \\\end{gathered}

= h→0 lim 1= 1=1

Hope it helps...

$( Itz ❤Aakanksha❤ here! ) {}^{}$