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Sum Concatenate sum of digits, of previous term and product of digits, of previous term, starting with number 6.
Each following number term is created by first calculating the sum of all the digits of the previous number, and then the product of all its digits. Both The results are combined as concatenated to give the new number. Starting with 6, the second number becomes is 66. The third number is generated as follows: 6+6=12, 6x66*6=36, so combined which gives 1236. After that, the numbers remain unchanged, because 1+2+3+6=12 and 1x2x3x6=36, so combined 1236 again.
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sum Sum of digits, product of digits, starting with number 6.
nonn,base,changed
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6, 66, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236, 1236
NestList[FromDigits[Flatten@ {IntegerDigits@ Total@ #, IntegerDigits@ If[Length@ # == 1, #, Times @@ #]}] &@ IntegerDigits@ # &, 6, 50] (* Michael De Vlieger, Apr 02 2016 *)
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allocated for Sander Claassensum of digits, product of digits, starting with number 6
6, 66, 1236, 1236, 1236, 1236
1,1
Each following number is created by first calculating the sum of all digits of the previous number, and then the product of all its digits. Both results are combined as the new number. Starting with 6, the second number becomes 66. The third number is generated as follows: 6+6=12, 6x6=36, so combined 1236. After that, the numbers remain unchanged, because 1+2+3+6=12 and 1x2x3x6=36, so combined 1236 again.
allocated
nonn
Sander Claassen, Apr 02 2016
approved
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allocated for Sander Claassen
recycled
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approved