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OpenStudy (4meisu):
Consider the infinite geometric sequence 3000,-1800,1080,-648,.. Find the common ratio, the 10th term, and find the exact sum of the infinite sequence.
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OpenStudy (anonymous):
is the common ratio -3/5
OpenStudy (anonymous):
10th term = \[3000*(-3/5)^{9}\]
OpenStudy (callisto):
common ratio = 2nd term / first term = -1800/3000 = -3/5 Sum of GS to infinity = a/(1-r) = 3000 / [1-(-3/5)] = can you work it out?
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