@JC, if you view it in groups of three, the pattern could be +1, +7. i think by that logic the next number would still be 22, and then the number after that would be 29.
oh. i thought it would be 23–two, three, a number with zero, twelve, thirteen, a number with zero, twenty-two, twenty-three. following a sequence of: 2-3-0-2-3-0-2-3
I guessed 22 but not using that logic. I think I need to start thinking deeper about these!
posted by Katie Rose on 3-12-2010 at 8:56 am
Yep, same number. I figured it out when I said the numbers out loud
posted by Sue on 3-12-2010 at 9:22 am
Since every third number increases by 7 could one contend that 28 is an acceptable answer?
posted by JC on 3-12-2010 at 9:51 am
@JC, if you view it in groups of three, the pattern could be +1, +7. i think by that logic the next number would still be 22, and then the number after that would be 29.
posted by JD on 3-12-2010 at 10:17 am
If the sequence (in sets of three) had been +2, +1, and +7, then the last “given” number would be 22 (20+2) instead of 21. So, close, but not quite.
Nice thought, though!
posted by Sandy Wood on 3-12-2010 at 10:47 am
If you take in consideration the fifference between consecutive number the pattern is 1,7,2,1,7,1,?
Which I think would be 2 making the next # 23.
Maybe I’m reaching a tad??
posted by bo on 3-12-2010 at 2:18 pm
Nope, bo, that’s how I figured it as well.
posted by Helenann on 3-12-2010 at 2:50 pm
oh. i thought it would be 23–two, three, a number with zero, twelve, thirteen, a number with zero, twenty-two, twenty-three. following a sequence of: 2-3-0-2-3-0-2-3
posted by f. jeanne on 3-12-2010 at 5:58 pm
It would be helpful if you put a “…” after the question mark for the number to signify that the sequence doesn’t end there.
posted by Tdl on 3-14-2010 at 5:32 pm
I actually took out a pen and pad and started to look for a pattern, but then it clicked!
posted by Acacia on 3-16-2010 at 1:41 am