The finite geometric sequence is 100, 80, 64. The common ratio is 0.8 because 80/100 = 0.8 and 64/80 = 0.8. The first term is a = 100.
Therefore, the general form of the geometric series is given by:
100 + 100*0.8 + 100*(0.8)^2
The sigma notation for this geometric series is:
Σ 100 * (0.8)^(n-1) from n = 1 to 3
This represents the sum of the terms in the sequence 100, 80, 64.
write the sigma notation for the geometric series from the following finite geometric sequence: 100, 80, 64.(1 point)
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