Whats the answer b?
Whats the answer b?
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>>Note: You can't see into any of the boxes
But I can user, I see the contents quite clearly.
0.5
Cannot be the box with only silver balls. Leaves a the gold-gold and gold-silver box. Either would have a gold ball removed already, leaving them as either just one gold, just one silver. So the chance is 50%-50% or 1 in 2
Why do you assume the two remaining boxes have equal probability?
why wouldn't you assume the boxes do not have equal probability? There is nothing in the pic mentioning an unequal probability distribution for picking either box
Let's say the box on the left has 1000 gold coins, the box in the middle 1 gold coin and 999 silver coins and the box on the right 1000 silver coins. Would it not make sense, that it's much more likely youn picked the box on the left when you randomly pick a gold coin?
this post is like my period
That wasn't the question the OP pick poses. Moving goalposts.
Of course, if the boxes had other contents, then the equation would change.