Which choice is the explicit formula for the geometric sequence, -0.1, 0.03, -0.009, 0.0027, -0.00081
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Which choice is the explicit formula for the geometric sequence, -0.1, 0.03, -0.009, 0.0027, -0.00081

[From: ] [author: ] [Date: 11-12-17] [Hit: ]
B.an = 0.3(-0.C.an = -0.1(-0.......
A.an = -0.1(0.3)n-1
B.an = 0.3(-0.3)n-1
C.an = -0.1(-0.3)n-1
D.an = 0.1(0.3)n
E.an = 0.1(-0.3)n-1


Please explain how you got your answer please Im about to have to take a test on this and I need it explained so I know how to do it on the test,

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-0.1, 0.03, -0.009, 0.0027, -0.00081 is actually
-- 0.1, -- 0.1*(--0.3), -- 0.1*(-- 0.3)^2, -- 0.1*(--0.3)^3, -- 0.1*(-- 0.3)^4, .....
so an = -- 0.1*(-- 0.3)^(n -- 1) ANSWER (C)

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Michael Howard was the boy (about 19 now) that I use to tutor who surfs competitively internationally

ANSWER.............C

an = -0.1(-0.3)^(n-1)

a1 = -0.1(-0.3)^(1-1) = -0.1(-0.3)^(0) = -0.1(+1) = -0.1

a2 = -0.1(-0.3)^(2-1) = -0.1(-0.3)^(1) = -0.1(-0.3) = 0.03

a3 = -0.1(-0.3)^(3-1) = -0.1(-0.3)^(2) = -0.1(+0.09) = -0.009

and so forth

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