Is there a "proper fraction" command, like in TI-Nspire CAS?
Answered
Hi to all,
I 'm a graduate teacher and I want to see if I students can use GeoGebra to calculate the derivatives of algebraic expressions.
For example, when I 'm looking for the derivative of f(x)=(x + sqrt(x)) / x²
GeoGebra yields f'(x)=(1 + 1 / 2 / x^(1 / 2)) / x^(2) - (2 * (x + x^(1 / 2)) / x^(3)).
This is very confusing for the students.
How can I make Geogebra yield f'(x)=-1/x^2 - (3/2)x^(-5/2) ?
In other words, how can I make GeoGebra to break the output properly into simple separate fractions (=present the output into a polynomial form)?
In TI-Nspire CAS, there is a command called "proper function" that does this work.
Hi,
In some cases help:
Simplify[]
Factor[]
or
Expand
Raymond
Cheers
Philippe
https://ggbm.at/567445
Thanks for the replies to everybody
@ Noel:
Yes, PartialFractions doesn't help.
@ Raymond:
I tried them all, nothing useful came out.
@ chaffeur:
I did get the same results q(x) and s(x).
q(x) is more acceptable, but still not expressed as a polynomial with the proper negative exponents notation.
If you try to get the answers using CAS, you will get the weird looking expression I was talking about. See CAS line 3 on my screenshot.
When I deactivated the option "Show rational exponents as roots" in the Advanced Options, I got the result shown in CAS line 1, which is much better than all the other ones.
I tried to simplify that in CAS line 2, but the outcome doesn't look nice.
So the problem is after all that I can't make GeoGebra to properly simplify algebraic expressions containing fractional exponents. As you can see in CAS line 4,
I can't make GeoGebra to yield x^(5/2) for the operation (x^(1/2))*x^2.
Hi Constantinos,
please, see my photo-comment underneath. Source comes from your previous post.
Cheers
Philippe
Thanks Philippe,
I hope too that developers will see this topic and take action! :wink:
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