How do I draw this asymptote graph?

As part of a C3 integration question, I need to sketch the graph of

$y = \frac {x}{\sqrt{4 + x^2}}$

I have absolutely no idea how to do this.

As part of a C3 integration question, I need to sketch the graph of

$y = \frac {x}{\sqrt{4 + x^2}}$

I have absolutely no idea how to do this.

Could you link us to the full question or take a picture of it? Does the question have a pre-existing diagram or explanation?

bit hard but what happens as x gets very large and positive?

....

As part of a C3 integration question, I need to sketch the graph of

$y = \frac {x}{\sqrt{4 + x^2}}$

I have absolutely no idea how to do this.

I suggest check what y does.
you take a calculator and substitute larger and large values of x (positive)
then repat with smaller and smaller values of x (smaller = negative and larger)

Okay, thanks - so I see that as x tends to infinity/negative infinity, y will tend to +- 1. I assumed that I was meant to know how to sketch it just from the equation, but I guess not.

Is that the method you'd use in an exam - just substitute values of x to find the asymptotes? Or do it the way Zacken did it?