Find the next term. 6,6,6,12,72,?
1800
1728
1872
1716

Find the next term. 6,6,6,12,72,?
1800
1728
1872
1716

1 thought on “Find the next term. 6,6,6,12,72,?<br /> 1800<br /> 1728<br /> 1872<br /> 1716”

  1. Answer:

    Hope this helps you!!!

    Step-by-step explanation:

    Answers out of endless. The question is subjective at best. Almost any answer can be justified. Perhaps, providing g the first (6) sets of numbers and asking for the next 6 would yield the targeted response that you are looking for, however, here are 3 answers for you.

    All simplistic in nature.

    6, 36, 72, 108, 144, 180

    Answer 180

    Each sequence adds 6 to the previously stacked number and multiplies it times 6

    Base is 6 = 6

    6

    Plus 6 and multiply

    Plus 6, (6) x (6)

    6 x 6 = 36

    6, 36,

    Plus 6, (6+6 = 12) x (6)

    6 x 12= 72

    6, 36, 72,

    Plus 6, (6+12=18) x (6)

    6x 18 = 108

    6, 36, 72, 108,

    Plus 6, (6+18=24)x(6)

    6 x 24 = 144

    6, 36, 72, 108, 144,

    Plus 6, (6+24= 30) x (6)

    6 x 30 = 180

    6, 36, 72, 108, 144, 180,

    6, 36, 72, 108, 144, 180, ..

    180.

    Option 2 of endless:

    6, 36, 72…

    The first number is provided. Square it for the 2nd number and multiply it times 1. Then sequentially add 1 to the multiplier.

    6 , starter number

    (6×6)x1=36

    6, 36,

    (6×6)×2=72

    6, 36, 72,

    (6×6)x3=108

    6, 36, 72, 108,

    (6×6)x4=144

    6, 36, 72, 108, 144

    (6×6)x5=180

    6, 36, 72, 108, 144, 180, etc

    Answer 180

    Option3, of endless squared:

    Doubling works too….

    6, 36, 72, 144, 288, 576, etc

    Answer 576

    Another? …

    Adding a donkey to the 2nd number may confuse some, unless a giraffe is subtracted from the 4th number as follows…

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