Finding Transforms using the TiNspire CX CAS: Fourier, Laplace and Z Transforms – using Differential Equations Made Easy

Finding Transforms using the TiNspire is pretty straightforward. Using the Differential Equation Made Easy APP you can do the following:
1) LaPlace and Inverse LaPlace Transforms
View some examples here:
https://tinspireapps.com/blog/simple-inverse-laplace-transforms-using-the-ti-nspire-cas-cx/

https://tinspireapps.com/blog/advanced-inverse-laplace-transforms-partial-fractions-poles-residues-using-the-tinspire-cas-cx-in-differential-equations-made-easy/

2) Fourier and Inverse Fourier Transforms
3) Fourier Series

You can also look up the following Transforms as reference tables:

LaPlace and Inverse LaPlace Transforms
Fourier and Inverse Fourier Transforms
Z Transforms and Inverse Z Transforms (the apps only offers table look ups but no computations.)

Below’s screenshot gives an idea of the Transforms and its uses.

Additionally, 2. order Differential Equations can be solved using LaPlace Transforms – step by step.

 

Download : www.TINspireApps.com

Advanced Inverse Laplace Transforms (Partial Fractions, Poles, Residues) using the TiNspire CAS CX – in Differential Equations Made Easy

See how to find Advanced Inverse Laplace Transforms  involving Partial Fractions, Poles, Residues using the TiNspire CAS CX in the Differential Equations Made Easy APP:

 

Another example:

 

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