- #1
ajkess1994
- 9
- 0
Evaluate the indefinite integral as a power series
∫[ln(1−t)/7t]dt.
Find the first five non-zero terms of power series representation centered at t=0.
Answer: f(t)=
What is the radius of convergence?
Answer: R= 1
Note: Remember to include a constant "C".
This problem has been difficult for me for awhile now. I have my radius but I can't figure out my five f(t) terms it's asking for.
Try to build those terms from this:
(-t^(n))/(7n^(2))
Also n=1
∫[ln(1−t)/7t]dt.
Find the first five non-zero terms of power series representation centered at t=0.
Answer: f(t)=
What is the radius of convergence?
Answer: R= 1
Note: Remember to include a constant "C".
This problem has been difficult for me for awhile now. I have my radius but I can't figure out my five f(t) terms it's asking for.
Try to build those terms from this:
(-t^(n))/(7n^(2))
Also n=1