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13 September, 14:42

What is the 14th term for the geometric sequence 8, - 16, 32, - 64,

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Answers (2)
  1. 13 September, 14:49
    0
    Here we go

    an=a1 (r^ (n-1))

    a1=first term

    r=common ratio

    n=which term

    common ratio is - 2 (8 times - 2=-16, - 16*-2=32)

    first term is 8

    n is 14

    a14=8 * (-2) ^ (14-1)

    a14=8 * (2) ^13

    a14=8 * (-8192)

    a14=-65536
  2. 13 September, 14:57
    0
    The 14th term would be - 224
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