Which of the following patterns is an arithmetic sequence? You may choose more than 1 answer.(2 points)Responses2,4,8,16...2,4,8,16...2,20,200,2000...2,20,200,2000...-9,-17,-25,-33...-9,-17,-25,-33...12,13,16,0...

Answer 1

The following patterns are arithmetic sequences:

1) 2,4,8,16...
2) -9,-17,-25,-33...

Answer 2

Arrange the following from least to greatest common difference. (least on the bottom and highest on top)

Answer 3

To arrange the patterns from least to greatest common difference, we need to determine the value of the common difference for each pattern.

The patterns and their common differences are as follows:
1) 2, 4, 8, 16... (common difference = 4)
2) 2, 20, 200, 2000... (no constant common difference)
3) -9, -17, -25, -33... (common difference = -8)
4) 12, 13, 16, 0... (no constant common difference)

Arranging them from least to greatest common difference, we have:

-9, -17, -25, -33... (common difference = -8)
2, 4, 8, 16... (common difference = 4)

Therefore, the arrangement from least to greatest common difference is:

-9, -17, -25, -33...
2, 4, 8, 16...