- #1
The Bob
- 1,126
- 0
Hi all (it has been a while again),
I have just started Universtiy and after my second lecture I was given a question sheet to complete in two weeks. I have completed 14 out of the 16 questions set, 2 of which I just haven't done yet and another will require a little more thought before I need some help.
The question I am having a problem with is this one:
4. Find f'(x) for each of the following f.
(d) [tex] f(x) = x^{sinh2x} [/tex]
I would give some sort of attempt, like you all expect, before I get any help but I am afraid I have never come across this sort of equation before. I really do not know where to start. I did think about letting u = sinh2x and doing a sustitution but I realized that would not work so I am really stuck. I can but assume I need some sort of rule or theorem that I have either not learned or cannot find on the internet (and trust me, I have looked).
Any help would be greatly appreciated.
Cheers for now,
The Bob (2004 ©)
I have just started Universtiy and after my second lecture I was given a question sheet to complete in two weeks. I have completed 14 out of the 16 questions set, 2 of which I just haven't done yet and another will require a little more thought before I need some help.
The question I am having a problem with is this one:
4. Find f'(x) for each of the following f.
(d) [tex] f(x) = x^{sinh2x} [/tex]
I would give some sort of attempt, like you all expect, before I get any help but I am afraid I have never come across this sort of equation before. I really do not know where to start. I did think about letting u = sinh2x and doing a sustitution but I realized that would not work so I am really stuck. I can but assume I need some sort of rule or theorem that I have either not learned or cannot find on the internet (and trust me, I have looked).
Any help would be greatly appreciated.
Cheers for now,
The Bob (2004 ©)