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## Evaluate the geometric series???????? | Yahoo Answers

The ratio is –4. Just multiply it times each successive terms The individual terms are:

6

-24

96

-384

1536

-6144

24576

Now just add each next term to the previous partial sums S1, S1, …. and get

6 =S1

–18= –24 + 6 = S2

78 = 96 + (–18) = S3 … etc

–306

1230

–4914

19662 = S7

While this is easily done with a summation formula in one step, I think you need to go through the process manually at least once to understant just what a partial sum is.

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OneClass: Evaluate the series 1 + 4 + 16 + 64 + 256 – 1,365 1,364 341 5,461 What is S7 for 6 – 24 + 96 – 384 + ? 19,662 -78,642 -4,914 1,230 What is the sum of the geometric series ;6(2)x? 15,658 6,138 12,276 756 . Get more help from Chegg. Solve it with our algebra problem solver and calculatorEvaluate the series 1 + 4 + 16 + 64 + 256 + 1,024. 1,365 1,364 341 5,461 What is S7 for 6 -… Evaluate the series 1 + 4 + 16 + 64 + 256 + 1,024. 1,365 1,364 341 5,461 What is S7 for 6 – 24 + 96 – 384 +… ? 19,662 -78,642 -4,914 1,230 What is the sum of the geometric series ;6 (2)x? 15,658 6,138 12,276 756 Jul 21 2018 06:51 AMIn an arithmetic series, if S7=56, and d=5, then how do you find A1? What is the sum of a 24-term arithmetic sequence where the first term is 12 and the last term is 219? What is the 25th term of the arithmetic series 9, 15, 21, … ? Hunter makes fishing lures and sells them to local fishermen. On Monday he made 3 lures.