Find the next term in the series.
Find the next term in the series. => Figure 1 or Figure 2 or Figure 3 or None of the above..
Find the next term in the series.
Find the next term in the series. => Figure 1 or Figure 2 or Figure 3 or Figure 4..
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Question : Find s3 , the third term in the series which corresponds to the geometric sequence which has a = 8 and r = 1/4. Write your answer as a completely simplified improper fraction with no spaces.
Answer : the answer is 1/2.. More from Yahoo Answers
Answer : the answer is 1/2.. More from Yahoo Answers
Question : Not sure how to find the answer of the first term without knowing "n" (the number of terms in the series).
Please solve step-by-step*
Answer : I believe that the equation you are looking for is: Sn = [a1(1 - r^n)] / [1 - r] = [a1 - a1*r^n] / [1 - r] But remember that a1*r^(n-1) = an so that: Sn = [a1 - r*an] / [1 - r] This equation is exactly what you need because it has only one variable that you are looking for (a1): 189 = [a1 - ( )(3)] / [1 - ] = [a1 - 3/2] / [ ] a1 - 3/2 = 189/2 a1 = 189/2 + 3/2 = 192/2 = 96 a1 = 96.. More from Yahoo Answers
Answer : I believe that the equation you are looking for is: Sn = [a1(1 - r^n)] / [1 - r] = [a1 - a1*r^n] / [1 - r] But remember that a1*r^(n-1) = an so that: Sn = [a1 - r*an] / [1 - r] This equation is exactly what you need because it has only one variable that you are looking for (a1): 189 = [a1 - ( )(3)] / [1 - ] = [a1 - 3/2] / [ ] a1 - 3/2 = 189/2 a1 = 189/2 + 3/2 = 192/2 = 96 a1 = 96.. More from Yahoo Answers
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