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An infinite sequence of positive integers is called an alpha sequence if the number of even integers in the sequence is finite. If S is an infinite sequence of positive integers, is S an alpha sequence?
1. The first 10 integers of S are even
2. An infinite number of integers in S are odd.
Archived Topic
Hi there,
This topic has been closed and archived due to inactivity or violation of community quality standards. No more replies are possible here.
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Well, that makes perfect sense and I did not have trouble deriving the answer. However, i wasnt sure as to what this questions was attempting to test. Any idea?
Well, that makes perfect sense and I did not have trouble deriving the answer. However, i wasnt sure as to what this questions was attempting to test. Any idea?
What is the take away here?
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Just confusing with words we dont hear in normal math. For a min I was confused about why the hell an infinite sequence is finite? In fact the stem says that infinite sequence with finite number of integers.
To me the take away is DONT PUSH THE PANIC BUTTON. (Which I do very easily)
An infinite sequence of positive integers is called an alpha sequence if the number of even integers in the sequence is finite. If S is an infinite sequence of positive integers, is S an alpha sequence?
LOL. I probably hit the panic button 2x on this question.
Funny, it is a simple question. However, I kept thinking this was a trick question, and I was busy worrying about finding another solution, since I thought it was too easy.
icandy
vksunder
Well, that makes perfect sense and I did not have trouble deriving the answer. However, i wasnt sure as to what this questions was attempting to test. Any idea?
What is the take away here?
Just confusing with words we dont hear in normal math. For a min I was confused about why the hell an infinite sequence is finite? In fact the stem says that infinite sequence with finite number of integers.
To me the take away is DONT PUSH THE PANIC BUTTON. (Which I do very easily)
Show more
Archived Topic
Hi there,
This topic has been closed and archived due to inactivity or violation of community quality standards. No more replies are possible here.
Still interested in this question? Check out the "Best Topics" block above for a better discussion on this exact question, as well as several more related questions.