Asked by Rashaad
2+2^2 over 3 + 2^3 over 3^2+....... + 2^n+1 over 3^n. Express each sum using summation notation.
Answers
Answered by
MathMate
The general term is
2^(i+1)/3^i
=2*(2^i)/3^i
=2*(2/3)^i
The summation starts at 2*1, or i=0. The sums expressed in summation notation is therefore:
n
2∑ (2/3)^i
i=0
2^(i+1)/3^i
=2*(2^i)/3^i
=2*(2/3)^i
The summation starts at 2*1, or i=0. The sums expressed in summation notation is therefore:
n
2∑ (2/3)^i
i=0
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