Question

find the sum of the series (2^n+3^(n+1)+4^(n+2))/5^n.

find the sum of the series (2^n+3^(n+1)+4^(n+2))/5^n.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
Find the sum of the following series:∞∑n=2 5^n/13^(n+3) Determine whether the following series are con-vergent or...
Find the sum of the following series:∞∑n=2 5^n/13^(n+3) Determine whether the following series are con-vergent or not. Show your work!∞∑n=2 5n^2+ 5n/7n^2+ 3n+ 6
Find the Sum of a Convergent Series: a.) ∑∞?=0 (-4/9)n b.) ∑∞?=0 1/(n+1)(n+4)
Find the Sum of a Convergent Series: a.) ∑∞?=0 (-4/9)n b.) ∑∞?=0 1/(n+1)(n+4)
find the sum of the following series:[(-1)^n pi^2n+1]/4(16)^n (2n+1)
find the sum of the following series:[(-1)^n pi^2n+1]/4(16)^n (2n+1)
Determine if the series converges conditionally, converges absolutely, or diverges. /sum(n=1 to infinity) ((-1)^n(2n^2))/(n^2+4) /sum(n=1 to...
Determine if the series converges conditionally, converges absolutely, or diverges. /sum(n=1 to infinity) ((-1)^n(2n^2))/(n^2+4) /sum(n=1 to infinity) sin(4n)/4^n
prove whether or not the series converges: a) sum of 1/n(sqr(n)) b) sum of 5 ln(n)/n2...
prove whether or not the series converges: a) sum of 1/n(sqr(n)) b) sum of 5 ln(n)/n2 c) sum of (-1)n /n1/n
State whether the given series converges or diverges, and why. #21 sum 1/n^5, n=1 to infinity...
State whether the given series converges or diverges, and why. #21 sum 1/n^5, n=1 to infinity #22 sum 1/5^n, n=0 to infinity #23 sum 6^n / 5^n, n=0 to infinity #24 sum n^-4, n=1 to infinity #25 sum sqrt(n), n=1 to infinity
Determine the radius and interval of convergence of the series infinte sum n=0 n(x+2)^n / 3^n+1
Determine the radius and interval of convergence of the series infinte sum n=0 n(x+2)^n / 3^n+1
Mark each series as convergent or divergent 1. ∑n=1∞ln(n)4n 2.  ∑n=1∞ 4+8^n/2+3^n 3. ∑n=1∞ 6n/(n+3) 4. ∑n=1∞1/(7+n2−−√6)...
Mark each series as convergent or divergent 1. ∑n=1∞ln(n)4n 2.  ∑n=1∞ 4+8^n/2+3^n 3. ∑n=1∞ 6n/(n+3) 4. ∑n=1∞1/(7+n2−−√6) 5.  ∑n=3∞ 6/(n^4−16)
find the radius of convergence, R, of the series. Sigma n=1 to infinity x^n/(4^nn^5) R= Find...
find the radius of convergence, R, of the series. Sigma n=1 to infinity x^n/(4^nn^5) R= Find the interval, I of convergence of the series.
Approximate the sum of the series correct to four decimal places, ((-1)^n-1*n^2)/12^n
Approximate the sum of the series correct to four decimal places, ((-1)^n-1*n^2)/12^n