evaluate-the-limitlimx41x41x513displaystyle-limx-to-4frac1x-4leftfrac1sqrtx5-fra

Question

Evaluate the limit.﻿lim⁡x→41x−4(1x+5−13)\displaystyle \lim_{x 	o 4}{\frac{1}{x-4}\left(\frac{1}{\sqrt{x+5}}-\frac{1}{3}ight)}x→4lim​x−41​(x+5​1​−31​)﻿

Accepted Answer

﻿−154-\frac{1}{54}−541​﻿

Answer

﻿127\frac{1}{27}271​﻿

Answer

﻿−148-\frac{1}{48}−481​﻿

Answer

﻿−136-\frac{1}{36}−361​﻿

Evaluate the limit.limx→41x−4(1x+5−13)\(\displaystyle\) \(\lim\)_{x \(\to\) 4}{\(\frac{1}{x-4}\[\left\)(\(\frac{1}{\sqrt{x+5}\)}-\(\frac{1}{3}\]\right\))}x→4limx−41(x+51−31)

Evaluate the limit.
$\(\displaystyle\) \(\lim\)_{x \(\to\) 4}{\(\frac{1}{x-4}\[\left\)(\(\frac{1}{\sqrt{x+5}\)}-\(\frac{1}{3}\]\right\))}$