- #1
sweetsurf3
- 1
- 0
infin
1.) Suppose that (6x)/(10+x)= sum C_n(X^(n))
n=o to
Find: (what I got, but was wrong)
C_0= 0
C_1= 6/11
C_2= 1
C_3= 18/13
C_4= 24/14
Find: Radius of convergence R, I got 10.
I've been struggling with setting any sum problem up.
2) Find the interval of convergence for the given power series: n=1
(x-5)^(n)/n(-10)^(n)
The series is convergent from x=___, left end included (Y,N)___
to x=___, right end included (Y,N)___
any info and pointers is GREATLY appreciated, thank you :)
1.) Suppose that (6x)/(10+x)= sum C_n(X^(n))
n=o to
Find: (what I got, but was wrong)
C_0= 0
C_1= 6/11
C_2= 1
C_3= 18/13
C_4= 24/14
Find: Radius of convergence R, I got 10.
I've been struggling with setting any sum problem up.
2) Find the interval of convergence for the given power series: n=1
(x-5)^(n)/n(-10)^(n)
The series is convergent from x=___, left end included (Y,N)___
to x=___, right end included (Y,N)___
any info and pointers is GREATLY appreciated, thank you :)