# SAT Math Level 2 Subject Test Sample Question #19 [closed]

What is the limit of $f(x)$ as $x$ approaches infinity, for $f(x) = (4*3 + 3x) / (-12 + 2x)$ ?

SAT Math Level 2 Subject Test Sample Question #19 [closed]

What is the limit of $f(x)$ as $x$ approaches infinity, for $f(x) = (4*3 + 3x) / (-12 + 2x)$ ?

close date 2010-11-15 14:41:13

3

```
sage: f(x)=(4*3+3*x)/(-12+2*x)
sage: f.limit(x=Infinity)
3/2
```

or

```
sage: g=(4*3+3*x)/(-12+2*x)
sage: g.limit(x=Infinity)
3/2
```

or with $f$ and $g$ defined as above,

```
sage: limit(f, x=Infinity)
3/2
sage: limit(f(x), x=Infinity)
3/2
sage: limit(g, x=Infinity)
3/2
```

You can also leave out the asterisks:

```
sage: implicit_multiplication(True)
sage: g=(12+3x)/(-12+2x)
```

Asked: **
2010-10-18 08:28:00 -0500
**

Seen: **658 times**

Last updated: **Oct 18 '10**

SAT Math Level 2 Subject Test Sample Question #26

limit of function with dirac delta

How to find limit of a recursive sequence?

GRE Math Subject Test Sample Question #1 [closed]

GRE Math Subject Test Sample Question #3

Sage doesn't show limit of ratio of sums

Limits of functions of two variables

Copyright Sage, 2010. Some rights reserved under creative commons license. Content on this site is licensed under a Creative Commons Attribution Share Alike 3.0 license.

Thanks for showing me how to do MathJax Evgeny!