A055530 - cp's OEIS frontend

A055530 The recurrence b(k) = 10*b(k-1) + k^n with b(0)=0 has b(k)/10^k converging to a(n)/9^(n+1).

n	a(n)
0	1
1	10
2	110
3	1410
4	22110
5	428610
6	10027710
7	274463010
8	8585407710
9	302029998210
10	11804909261310
11	507547187120610
12	23805911748929310
13	1209638912316543810
14	66192799008847310910
15	3880867089138927234210
16	242703222549879015746910

[1, 10, 110, 1410, 22110, 428610, 10027710, 274463010, 8585407710, 302029998210, 11804909261310, 507547187120610, 23805911748929310, 1209638912316543810, 66192799008847310910, 3880867089138927234210, 242703222549879015746910]

cp's OEIS Frontend

A055530 The recurrence b(k) = 10*b(k-1) + k^n with b(0)=0 has b(k)/10^k converging to a(n)/9^(n+1).

Table of values

List of values