limx →0 (√(25+x) - √(25-x))/(5x)

Name: limx →0 (√(25+x) - √(25-x))/(5x)
Uploaded: 2023-07-20T11:42:05-08:00
Duration: 39 s
Channel: Numerade
Description: limx →0 (√(25+x) - √(25-x))/(5x)

Question

Alison Rodriguez · Answer

The first thing I&#x27;m going to do is kind of factor this and see what we have. So for the 5 over 5

Erika Bustos · Answer

We need to factor the following, but we need to rewrite this in standard form. So that&#x27;s 25x squ

Cheryl Glor · Answer

Here is a problem that we have to solve. So the first thing I&#x27;m going to do is I&#x27;m going to focu

Aman Gupta · Answer

In this problem, the given equation inequality can be rewritten as 5 by 2 to be part of 5x minus

James Kiss · Answer

Dividing 20x to the 4th minus 25x cubed plus 5x by 5x squared, it would be 20x to the 4th divide

Question

\lim_{x \to 0} \frac{\sqrt{25+x} - \sqrt{25-x}}{5x}

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