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(TI-36X Pro) Using f(x) in Calculus
03-15-2020, 07:28 AM (This post was last modified: 03-15-2020 07:53 AM by Csaba Tizedes.)
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RE: (TI-36X Pro) Using f(x) in Calculus
(03-14-2020 11:50 PM)lrdheat Wrote:  You can define g(x) in table to equal d/dx f(x), and then solve g(x)=0 in numerical solve to find an extremum. In the home screen, you can then call up f(x) to find the extremum value at x.

Unfortunately this works ONLY on the new model, because on the TI-36X Pro only f() is available. But, on the new model, when you defined g(x) as d/dx(f(x)), you can run numeric solver and you can solve numerically the following equation:

(g(x+a)-g(x-a))/(2a)=0

And you can find the inflection points, where the second derivative is zero.
You can do the same on the older model, if you defined f() as the derivative of your function.

On the older and new model, with the numerical solver you can solve first order ODEs easily, you must to separate the diffeq and write the left and right side integration into numerical solver, like on this CASIO video:






For information, the NEW model on the middle and the OLD model on the right.
The new model more-more-more capable than the old - but this is manufactured only for the European market, no US version available and sold only in European countries.

[Image: TI_BW.jpg]

Csaba
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RE: (TI-36X Pro) Using f(x) in Calculus - Csaba Tizedes - 03-15-2020 07:28 AM



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