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there is a logic progression.
1,2,6,42,1806
(1*1)+1=2
(2*2)+2=6
...
(1806*1806)+1806=3263442
so the sequence would be:
1264218063263442...
and so goes on
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∙ 13y ago
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Next in sequence 126421806?
This has already been answered:The Answer is 3,263,422n*(n+1) = x (where n equals the previous x)1*(1+1) = 2 2*(2+1) = 66*(6+1) = 4242*(42+1) = 18061806*(1806 +1) = 3263442Each term is being squared then added plus the original amount.So the second term will be equal to the first term squared, then add the first term.In an equation (n^2) + n , where n is the previous term.So the next term is 3,263,442
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The Answer is 3,263,422n*(n+1) = x (where n equals the previous x)=== === 1*(1+1) = 22*(2+1) = 66*(6+1) = 4242*(42+1) = 18061806*(1806 +1) = 3263442Each term is being squared then added plus the original amount. So the second term will be equal to the first term squared, then add the first term. In an equation (n^2) + n , where n is the previous term. So the next term is 3,263,442
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