not really haha -- Imma have to hit up my old notebooks. (it's also going to be awhile before I respond.)
that's fine, I don't really need help rn, I was just asking in case I need help in the future
not really haha -- Imma have to hit up my old notebooks. (it's also going to be awhile before I respond.)
that's fine, I don't really need help rn, I was just asking in case I need help in the future
how should i do the intersection any idea
how should i do the intersection any idea
oh ok so
intersection is the fact that
(contrary to my first post)
the two probabilities have a common set of outcomes that are shared.
not rotten oranges are counted twice because it works for both criteria (not rotten) and (oranges)
so you subtract it once. by
first taking(not rotten orange) * second taking( not rotten orange)
so the whole thing would be
first taking(not rotten) * second taking(not rotten) + first taking(orange) * second taking(orange) - first taking(not rotten orange) * second taking(not rotten orange) = total probability
Display Moreoh ok so
intersection is the fact that
(contrary to my first post)
the two probabilities have a common set of outcomes that are shared.
not rotten oranges are counted twice because it works for both criteria (not rotten) and (oranges)
so you subtract it once. by
first taking(not rotten orange) * second taking( not rotten orange)
so the whole thing would be
first taking(not rotten) * second taking(not rotten) + first taking(orange) * second taking(orange) - first taking(not rotten orange) * second taking(not rotten orange) = total probability
thank you so much
I'm a neuroscience major
Are you an engineer major?
Don’t have an account yet? Register yourself now and be a part of our community!