The discussion revolves around finding the derivative of the function f(x) = sqrt(sin(e^(x^4*sinx))). The original poster expresses frustration with their attempts to derive the function, particularly when treating it as a composition of functions f(g(h(x))).
The discussion is ongoing, with participants attempting to clarify the steps involved in finding the derivative. There is acknowledgment of mistakes in the expressions provided, and some guidance is offered regarding the application of differentiation rules. However, there is no explicit consensus on the correct approach or solution yet.
Participants are working under the constraints of homework rules, which may limit the amount of direct assistance they can provide. There is a focus on understanding the differentiation process rather than simply obtaining the final answer.
hawkblader said:1/2(sin(e^((x^4)(sinx))))^(-1/2) (cos(e^(x^4 sinx))) (e^(x^4 sinx)) (4x^3 cosx+4*3x^2 sinx)
Product rule.hawkblader said:Could you please tell me how you got the blue part?
I put it in and it's still wrong :(
hawkblader said:1/2(sin(e^((x^4)(sinx))))^(-1/2) (cos(e^(x^4 sinx))) (e^(x^4 sinx)) (4x^3 cosx)