My friend Richard wants you to waste a small amount of your time on the following ridiculous question. (Why he can't post to his own blog is a good question, but I'm guessing Jamie does the posting...). Be sure you craft your OWN answer before looking in the comments at everyone else's.
"What are the 2nd-to-last 4 digits of the sequence: 123456789."
6 comments:
The last four digits are 6789, so the second to last four digits are 5678.
Because that is straightforward, I am probably wrong. Well done Richard.
Unless you take out 6789 as the last four digits...so the sequence you have left is 12345...which makes 2345 the 2nd-to-last 4 digits in that sequence.
I'm probably making it too complicated :)
Finally, a vote for 5678! Who is the clever "Seth" character?
"Second to the last four" implies a set of four digits. If "second to last" means "next to last" then the answer is 2345. I agree with Jaydee.
"What are the 2nd-to-last 4 digits of the sequence: 123456789."
The question asks for 4 digit groupings. Those are (in order) 1234, 2345, 3456, 4567, 5678, 6789.
The last 4 digits are 6789.
The 2nd-to-last is then the set preceding the last. The group that precedes 6789 is 5678.
"2nd-to-last 4" rather than "2nd-to-*the*-last four" makes 5678 the more correct answer.
I'm one of Christine's graduate students by the way. And other graduate students, both male and female, have sided with me :)
Who are these "other graduate students"?
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