7 = 31674Z
S
8 = 883011S
O
9 = 166037352U
R
10 = 434782608W
P
11 = 31701296735I
G
What would 12 be equal to in this same pattern?
Hint:
Open your calculator.
Another hint:
Use the trial and error method.
7 = 31674Z
S
8 = 883011S
O
9 = 166037352U
R
10 = 434782608W
P
11 = 31701296735I
G
What would 12 be equal to in this same pattern?
Hint:
Open your calculator.
Another hint:
Use the trial and error method.
Partial answer.
Googling OEIS plus some of the numbers, I found
which led me to:
31674 * 26 + 19 = 7^7
883011 * 19 + 15 = 8^8 + 8
166037352 * 21 + 18 = 9^10 + 9 (corrected)
434782608 * 23 + 16 = 10^10
31701296735 * 9 + 7 = 11^11 + 11
so we're looking for values A, B, C such that
A * B + C = 12^13 + 12 (corrected)
B = 1 to 26
C = 1 to 26
and apparently
B > C
Running this through a spreadsheet gives the following options. Not sure which of these is intended to fit some additional pattern in the previous examples.
21398641075816 * 5 + 4 (E D) (list corrected)
15284743625583 * 7 + 3 (G C)
13374150672385 * 8 + 4 (H D)
11888133931009 * 9 + 3 (I C)
10699320537908 * 10 + 4 (J D)
9726655034462 * 11 + 2 (K B)
8230246567621 * 13 + 11 (M K)
7642371812791 * 14 + 10 (N J)
7132880358605 * 15 + 9 (O I)
6687075336192 * 16 + 12 (P L)
6293717963475 * 17 + 9 (Q I)
5944066965504 * 18 + 12 (R L)
5631221335741 * 19 + 5 (S E)
5349660268954 * 20 + 4 (T D)
5094914541861 * 21 + 3 (U C)
4863327517231 * 22 + 2 (V B)
4651878494742 * 23 + 18 (W R)
4458050224128 * 24 + 12 (X L)
4279728215163 * 25 + 9 (Y I)
4115123283810 * 26 + 24 (Z X)