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What is the sum of the geometric sequence 8, -16, 32 . if there are 15 terms?
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a=8 r=-16/8=-2 \[S _{n}=a \frac{ r^n-1 }{ r-1 }\] put n=15 and get the result.
I dont understand how to do that
\[S _{15}=8\frac{ \left( -2 \right)^{15}-1 }{ -2-1 }=8\frac{ -32768-1 }{ -3 }=8\frac{ 32769 }{ 3}=8*10923=87384\]
Another question: What is the sum of the geometric sequence 4, 12, 36 . if there are 9 terms?
here a=4, r=12/4=3 n=9 use the above formula
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