√(x^2-6 x+8)≤√(x+1)

Name: √(x^2-6 x+8)≤√(x+1)
Uploaded: 2024-06-17T12:17:37-08:00
Channel: Numerade
Description: √(x^2-6 x+8)≤√(x+1)

Question

√(x^2-6 x+8)≤√(x+1)

Anna Jones · Answer

All right, so right off the bat when we&#x27;re looking at this problem, we see a lot of square roots

Aman Gupta · Answer

In this problem, first thing to note is square root has to be defined, which means that x square

Kavita Kumari · Answer

In the following question, the equation, the inequality that is given to us is root x plus 6 gre

Matt Gibson · Answer

To simplify this, I first noticed that I have the same radicant, so I can combine these, and all

Taylor Shimono · Answer

So for this problem, we want to find the derivative of our function. And so in order to make it

\( \sqrt{x^{2}-6 x+8} \leq \sqrt{x+1} \)