## TiNspire CX Limit Solver

Use belows Limit Solver when asked to find a constant for which a limit exists. Ex: What is a in (x^2+x-a) /(x-2) as x approaches 2?

To find the constant a for which the limit exists using the TiNspire CX CAS use Calculus Made Easy at www.TinspireApps.com , select option 6 in the Limits menu :

## Sandwich or Squeeze Theorem using the TiNSpire CX

Applying the Sandwich also called the Squeeze Theorem go to Calculus Made Easy at www.tinspireapps.com and select it in the menu as shown below

Next , enter the 3 functions and the given x value as shown below . The Conclusion will be drawn as shown in the bottom box.

## â–·[Solved] Compute Limits in Calculus – Step by Step – using the TiNspire CX CAS

In your Calculus class you will be asked to compute limits. You should know that there is a variety of techniques to figure out limits such as via Factoring, via Common Denominator and of course via L’Hopital rule (which we covered in earlier posts already) . All these techniques can be applied using the Calculus Made Easy app , just navigate to Limits in the Menu as seen below:

When selecting the menu option 4: Limit via Factoring you enter your function and the x value that you are approaching. Now lean back and observe the steps to arrive at the limit. Calculus all of a sudden got easy! See below.

Another common method to compute Limits is via Common Denominator of the numerator. Read the sentence again to digest it better ðŸ˜‰

The tricky part is to enter the two fractions in the numerator properly, extra set of parentheses are needed here. See below

The steps to compute the limits are displayed below:

These Step by Step Limit computation methods using your TiNspire CX CAS will allow you to master your Calculus class.