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tombi123 said:
thanks guys for all your help.

The computer programme I'm using is saying that all your answers for the derivative are wrong lol.

But it accepted npi/8 for where it wasn't defined. Thanks.

Sorry I didn't respond, I fell asleep haha.

 

clearly you're not inputing functions the right way for your program, lol.

absolute values are tricky for computers, because they don't get the derivative right.  you can use Sqrt(f(x)^2) instead.

anyway, so i just went ahead and checked in mathematica.

>> f[x_] = x*Sqrt[Sin[8x]^2]

and the derivative is basically the same thing i had--i expressed my solution in terms of domain, of course.

if you Simplify[...] that, you get:

(1+8x Cot(8x)) * Sqrt(sin(8x)^2)

where Cot is, of course, the cotangent function, i.e. cos(x)/sin(x).

which is exactly the same thing i had.

 

 



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