How do you evaluate the sum from n=3 to n=10 for #(n+2^n)#?

1 Answer
Apr 27, 2018

See explanation below

Explanation:

We have two squences #n# and #2^n#

First is arithmetic and second is geometric

For arithmetic #r_3^10=(10+3)/2·8=52#

For Geometric #s_3^10=8(2^8-1)/(2-1)=2040#

Then #S_3^10=52+2040=2092#