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What is the sum of a 6-term geometric sequence if the first term is 11, the last term is –11,264 and the common ratio is –4?
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hey its august wh are you doin homework
i take summer classes so i can get ahead.
formula for the sum of geo is:\[a_1\frac{1-r^n}{1-r}\]
a=11, R=-4, and n=6
yep
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so a1=1-(-4)^6/1-(-4)?
hmm, close a1(1-(-4)^6)/1-(-4) 11(1-(-4)^6)/(1+4)
\[11\frac{1-(-4)^6}{1+4}\]
okay, and this makes the sun?
..... it seems right to me :)
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-9009; and since the terms are few in number we can double check with brute math if need be
okay thanks!!!!!!
11 + 11(-4) + 11(-4)^2+ 11(-4)^3+ 11(-4)^4+ 11(-4)^5 11( 1 - 4 + 16 - 64 + 256 - 1024) 11( 273 - 1092) 11( -819) -819 -819 ------- -9009
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