What is the pattern for the numbers 2 9 23 51 107?

Answer 1

9-2=7, 23-9=14, 51-23=28, 107-51=56. therefore, since the next number in the sequence will be twice the previous difference, it will be 107+112 which is 219

Answer 2

The pattern for the numbers 2, 9, 23, 51, 107 is an increasing sequence of numbers where each number is obtained by adding the square of the previous number and subtracting the previous number itself. To illustrate, 9 = (2^2) + 2, 23 = (9^2) + 9, 51 = (23^2) + 23, and 107 = (51^2) + 51. This pattern is a form of a recursive sequence where each term is dependent on the previous term through a specific mathematical operation.

Answer 3

2×2=4+5=9

9×2=18+5=23

23×2=46+5=51

51×2=102+5=107

107×2=214+5=219

Answer 4

112

Answer 5

a

Answer 6

107