The following problem appears in my complex analysis text and I was wondering how you solve it in this context.
Find the 10th derivative of [e^(0.5x)]*sin((sqrt(3)/2)x) (obviously without taking the derivative ten times).
The following problem appears in my complex analysis text and I was wondering how you solve it in this context.
Find the 10th derivative of [e^(0.5x)]*sin((sqrt(3)/2)x) (obviously without taking the derivative ten times).
Thanks for any input.
we still have to take quite a few derivatives from what i can see, but they should be easier as you can see a pattern.
note that the derivative you seek is the real part of the 10th derivative of which is the real part of