What is the pattern of 11 101 1001 10001?

Answer 1

10^n+1

Answer 2

The pattern is a sequence of numbers where each number is formed by adding a 1 to the previous number and then adding a 0 at the end. Starting with 11, you get 11 + 1 = 101, then 101 + 1 = 1001, and so on. This pattern follows the formula: (n_{k+1} = n_k \times 10 + 1), where (n_k) is the k-th term in the sequence.

Answer 3

Oh honey, that's just a simple pattern of adding one more 1 to the end each time. It's like counting, but with extra sass. So, it goes 11, then add a 1 to get 101, add another 1 to get 1001, and so on. Easy peasy lemon squeezy.

Answer 4

Oh, dude, that's just a sequence where you add one more digit of 1 at the end each time. So, it's like you start with 11, then add another 1 to make 101, then another 1 to make 1001, and so on. It's like a never-ending party of ones, man.