Calculus

Miben segíthetünk?

bildnera

2018. március 30. 19:35

I was looking for an answer to this question in the calculus section but I struggled to do so. I was wondering if anyone here could answer my question (or make a video on it). When you are given a function f(x) and then given another function g(x) = f(ax) where a is some constant (.5, 5, etc), how do the values for g(x), g'(x), and g''(x) relate to the values of f(x), f'(x), and f''(x)? Thanks!

Új bejegyzés

3 hozzászólás

Regina Litman

2018. április 2. 1:42
0

Hozzászólás-műveletek Permalink
This is still recent knowledge for me, so I don't feel I can answer your question. However, if you look for the Chain Rule topic in the Differential Calculus, AP Calculus AB, or AP Calculus BC course, you may be able to get some help.
bildnera

2018. április 2. 2:00
0

Hozzászólás-műveletek Permalink
I checked. It isn't there
Okapi

2018. április 5. 9:30
0

Hozzászólás-műveletek Permalink
Hi bildnera,

I think it depends very much on which function you have. I think it will have an other impact on f(x) = x² than on f(x) = 2x+1/x + 7x, for example.

If you are interested in a special type of equations, then take the overall equation of this type, for example f(x) = ax²+bx+c and some letter for your five in the equation above, for example z.

Then make the derivations of ax²+bx+c and a(z*x)²+b(z*x)+c and compare.

If you like, present your results here afterwards so that other people can learn from it, too!

A bejegyzéshez nem írhatók újabb hozzászólások.

Calculus

Nem találta meg, amit keresett?

3 hozzászólás

Nem találta meg, amit keresett?