b =
99
Identify a1 and r for the sum of the geometric series. −4, 8, −16, 32,… a1 = r =
⇒ -2
-2
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84
Identify a1, r, and n for the sum of the geometric series. 1 2 + 3 8 + 9 32 + 27 128 + 81 512 a1 = r = n =
Question text not available
5
Question text not available
3/4
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1/2
Write as a fraction in lowest terms:a =

b =
99
b = ⇒ 111
111
Which series represents this situation?
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Explain why a geometric series with a ratio between zero and one converges and how you find the sum.
A geometric series with a ratio between zero and one converges because its powers r^n approach zero as n becomes large. Using the finite sum formula S_n = a_1(1-r^n)/(1-r), the r^n term approaches zero, leaving the infinite sum S = a_1/(1-r).
Check all items included in your explanation.

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