SOLUTION: I need to find the sum of the following infinite series: ∑[n-0,∞,1/4^n] (The n-0 is below the ∑, and the ∞ is above. The 1/4^n is one the right side of the

SOLUTION: I need to find the sum of the following infinite series: ∑[n-0,∞,1/4^n] (The n-0 is below the ∑, and the ∞ is above. The 1/4^n is one the right side of the

Algebra.Com

Question 742212: I need to find the sum of the following infinite series: ∑[n-0,∞,1/4^n]
(The n-0 is below the ∑, and the ∞ is above. The 1/4^n is one the right side of the ∑)
Thanks!
Answer by lynnlo(4176) (Show Source): You can put this solution on YOUR website!

RELATED QUESTIONS
∞ Find the sum of the infinite... (answered by swincher4391)

Find: S=∑[n-1,∞,-4](-1/8)^(n-1) (The n-1 is below the ∑, the... (answered by lynnlo)

For what value of k is the series ∑_"n=0" ^"∞" ▒"1"... (answered by oscargut)

∞ ∑ = 9(1/10)^n n=5 Find the sum of the infinite series. I think the (answered by solver91311)

Question 1: Evaluate the limit of the following sequence... (answered by lynnlo)

Find the sum of the infinite series: ∞ ∑ (3/2^i+4/5^i) (answered by jim_thompson5910)

Is this the right approach to solving limits? ex: lim x->∞ (ln(e^x-e^-x))/(x) (answered by ikleyn,Alan3354)

6 ∑ (-1)^n *5n n=3 Hard to type this question. The 6 is above and the n=3... (answered by MathLover1)

I have very basic knowledge on probability. I am reading a paper and came across finding... (answered by lynnlo)