- Thread starter
- #1

$\sqrt(x)$ as x approaches 9

I figure out the first part of the question. the Answer is three. Yet I have some difficulty to answer the second part of the question.

Thank you

Cbarker11

- Thread starter Cbarker1
- Start date

- Thread starter
- #1

$\sqrt(x)$ as x approaches 9

I figure out the first part of the question. the Answer is three. Yet I have some difficulty to answer the second part of the question.

Thank you

Cbarker11

- Admin
- #2

- Jan 26, 2012

- 4,197

I'm pretty sure the square root function would succumb to this method of proving nonlinear limits.

- Feb 9, 2012

- 118

So you can prove your result using the latter limit.