Answer:
-14/3
Explanation:
this is a geometric series with r = -7/8
The infinite sum of geometric series with |r| < 1 is
a1/(1-r)
We already have r, but we need to find a1 which is the first term of the series.
To find it, only plug in 1 for n, 10(-7/8) and this = -35/4
Now plug in r and a1 in the formula above:
![(-35/4)/(1+7/8)](https://img.qammunity.org/2023/formulas/mathematics/high-school/mn8ofyore9qw3a5lzads6089jhn19gz93i.png)
after simplifying it, you will get the infinite sum = -14/3