What the relation (Equation) between these numbers (X, Y, Z)?
Your answer will be highly appreciated.
What the relation (Equation) between these numbers (X, Y, Z)?
Your answer will be highly appreciated.
Well this works:
$$Z - Y = 10X + 11\left\lfloor\frac{X-8}{10}\right\rfloor -2$$
PARI-GP Script:
for(x = 1, 20, printf("X = %d, Z - Y = %d\n", x, 10 * x - 2 + 11 * floor((x - 8) / 10)))
Output:
X = 1, Z - Y = -3
X = 2, Z - Y = 7
X = 3, Z - Y = 17
X = 4, Z - Y = 27
X = 5, Z - Y = 37
X = 6, Z - Y = 47
X = 7, Z - Y = 57
X = 8, Z - Y = 78
X = 9, Z - Y = 88
X = 10, Z - Y = 98
X = 11, Z - Y = 108
X = 12, Z - Y = 118
X = 13, Z - Y = 128
X = 14, Z - Y = 138
X = 15, Z - Y = 148
X = 16, Z - Y = 158
X = 17, Z - Y = 168
X = 18, Z - Y = 189
X = 19, Z - Y = 199
X = 20, Z - Y = 209
I notice that X * 11 is equal to the value under the corresponding value of the Z axis within a slight discrepancy. Eg 16 * 11 = 176. The corresponding value on the Z axis is 166. Under it is 177 which is close to 176. I think the discrepancy has something to do with Y axis
Sincerely,
WeedWizard420