Question

3;6;12;24; 48; ...542; 532; 5225512;​

Answer 1

Ответ:

3;6;12;24;48;

Как видим, последовательность - геометрическая прогрессия с первым членом 3 и знаменателем 2

\begin{gathered}b_1=3\\q=2\\b_n=b_1q^{n-1}=3\cdot2^{n-1}\end{gathered}

b

1

=3

q=2

b

n

=b

1

q

n−1

=3⋅2

n−1

Answer 2

The sequence you've provided seems to be a mix of different patterns and numbers. It's not immediately clear what the pattern is, as the numbers don't follow a simple arithmetic or geometric progression. It's possible that the sequence involves multiple patterns or rules that I can't discern from the given information.

To help you better, could you please provide more context or details about the pattern or rule that generates this sequence? If you have additional terms or information, it could help me identify the underlying pattern and continue the sequence.