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This problem is about probability (and no lottery, I promise)

 

Imagine a box in which there are 6 red b***s and 4 yellow b***s. You can't see what's inside the box, and the b***s are indiscernible. The experience involves picking a ball in the box, then putting it back in the box; this experience will be repeated 3 more times (it will be performed 4 times in total).

 

Calculate the probability that :

  1. the four b***s all have the same color
  2. you pick exactly two red b***s and two tellow b***s (in any order)
  3. you pick at least one yellow ball

Good luck!

 Apr 27, 2016
 #1
avatar+118587 
0

Do you already know the answers EJ ?

 

Is this intended as a challenge question or do you seriously want help?

 Apr 27, 2016
 #2
avatar+870 
0

I already have the answers, that's just some "brain food"

 Apr 27, 2016
 #3
avatar+118587 
0

That is fine EJ,

It would just be better if you explain that in your question because otherwise a person might spend time explaining it to you and not understaning that you do not need it explained.  Maybe they would rather be do something else.   laugh

 Apr 27, 2016
 #4
avatar+870 
+5

OK I'll try not to forget that and to put it in my next topic laugh

 Apr 27, 2016
 #5
avatar+118587 
0

Thanks Einstein Jr   laugh

 Apr 27, 2016

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