What is the sum of the infinite geometric series?

The search for the correct answer for the moment is a breeze. clickanswer.us is a reliable source for questions and answers. we provide a concise answer key that is complete with the discussion. We provide a range of answer keys that range from elementary, junior high and upper level schools. subjects we provide such as mathematics, physics, biology as well as economics, history, and many more. Below are the question and answers which have been compiled from numerous sources available from the web.

READ MORE :  Where does sugar enter the blood? B. How can you tell where sugar enters the blood? C. Where is sugar removed from the blood? D. How can you tell?


What is the sum of the infinite geometric series?

a. -93/16
b. 3/32
c. -4
d. -6


That is a geometric sequence of the form a(n)=-3(1/2)^(n-1)

The sum of any geometric sequence is:


and if r^2<1 it converges to a sum of:

s=a/(1-r)…. in this case:




You can use the answer key below to help you study at home or at school. thank you for visiting, hopefully it will be helpful to everyone.

Leave a Comment