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LOL. This has gotten a lot more complicated with gender fluidity.33 1/3%
Could be male, female, or trans.
Yes, you guys can't even struggle through a simple math problem without your fetish taking over your senses. I did see that coming.LOL. This has gotten a lot more complicated with gender fluidity.
You're a liberal. Are we assuming there are only two sexes?Yes, you guys can't even struggle through a simple math problem without your fetish taking over your senses. I did see that coming.
You are a GOPer. So try to remember we are assuming they aren't also cousins.You're a liberal. Are we assuming there are only two sexes?
You are sitting in the park and meet a girl. She says she has one sibling.
What is the probability her sibling is also female?
(Assume no identical twins)
You are not going to hide your inability to understand or solve the problem by being a smartass. Not that I don't respect smartassery.Is the sibling human, or a member of the animal kingdom?
(In todays world, she may consider her sibling a dog, cat, or fish)
100% if her brother is a gender confused democrat !You are sitting in the park and meet a girl. She says she has one sibling.
What is the probability her sibling is also female?
(Assume no identical twins)
Given the OP, this could be some kind of diversity training. LOLIs the sibling human, or a member of the animal kingdom?
(In todays world, she may consider her sibling a dog, cat, or fish)
You are sitting in the park and meet a girl. She says she has one sibling.
What is the probability her sibling is also female?
(Assume no identical twins)
Google also says Obama is the king of the United States.Prob(two girls | at least one girl)
= Prob(at least one girl | two girls) * Prob(two girls) / Prob(at least one girl)
= Prob(at least one girl | two girls) * Prob(two girls) / (1 - Prob(no girls))
= 1 * (1/4) / (1 - 1/4)
= 1/3
Or so google says. I never would've guessed it.
Without using Google, here is is how I arrived at 25%.Prob(two girls | at least one girl)
= Prob(at least one girl | two girls) * Prob(two girls) / Prob(at least one girl)
= Prob(at least one girl | two girls) * Prob(two girls) / (1 - Prob(no girls))
= 1 * (1/4) / (1 - 1/4)
= 1/3
Or so google says. I never would've guessed it.
Well, you know, in recent years there's been a lot of gender confusion.Maybe I should have picked an easier riddle for USMB.
I would say...not quite. But you touch on the semantic debate regarding the correct method and answer.Without using Google, here is is how I arrived at 25%.
The girl could be the older sibling or the younger sibling. Assuming she's the older sibling:
G G (younger sibling is a girl)
G B (younger sibling is a boy)
B G (N/A)
B B (N/A)
That's one in four.
But I could be wrong.
