Each of the numbers from 1 to 9 are written on a slip of paper. The nine slips of paper are then randomly separated into three piles of three slips each. What is the probability that each pile contains three numbers whose sum is odd?
Each of the numbers from 1 to 9 are written on a slip of paper. The nine slips of paper are then randomly separated into three piles of three slips each. What is the probability that each pile contains three numbers whose sum is odd?
Each of the numbers from 1 to 9 are written on a slip of paper. The nine slips of paper are then randomly separated into three piles of three slips each. What is the probability that each pile contains three numbers whose sum is odd?
Even + even + even = even
Even + even + odd = odd
Even + odd + odd = even
Odd + odd + odd = odd
There are five odd numbers and four even numbers in the numbers 1-9. If it was asking for an individual pile, I might be able to solve it, but the probability of all three?
Even + even + even = even
Even + even + odd = odd
Even + odd + odd = even
Odd + odd + odd = odd
There are five odd numbers and four even numbers in the numbers 1-9. If it was asking for an individual pile, I might be able to solve it, but the probability of all three?
Each of the numbers from 1 to 9 are written on a slip of paper. The nine slips of paper are then randomly separated into three piles of three slips each. What is the probability that each pile contains three numbers whose sum is odd?
Ew @ whatever the **** it is Clarkson posted. Go to the Lounge because some people there love any chance they get to feel superior over others by solving obscure brain teasers.
Also, I am just waking up guys! I am going to get me something to drink, but after that I'll read batch 2.
My gawd, I have been alerted to an assessment I forgot about that I don't even have two weeks for and I haven't even done any work or reading can y'all pray ? Not only for me just in general. Just pray. The universe will need it
Each of the numbers from 1 to 9 are written on a slip of paper. The nine slips of paper are then randomly separated into three piles of three slips each. What is the probability that each pile contains three numbers whose sum is odd?
Two odds will always make an even. So divide the sum of the numbers by the time it takes you to withdraw from this class and you should have your answer.
Each of the numbers from 1 to 9 are written on a slip of paper. The nine slips of paper are then randomly separated into three piles of three slips each. What is the probability that each pile contains three numbers whose sum is odd?
"each pile" like only one has to add up to an odd number or all three have to?
Gaga was seen going to a recording studio a few hours ago, too!
Cher coming to save Gaga's career! A true philanthropist.
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I made tea! Coming to read your entries now. Also, for those who use mobile, I'll post a plain text version of my hints (do collapse tags work on mobile?)
Okay if every pile has to be odd, then one pile must have three odd and the other two must have one odd each.
I literally did some random ass math (I'm really bad at applying things I guess!) and got 1/63 if it needs to be every pile that's odd. It doesn't make sense for it to be, like, 50%, right?!?!
