Stillwater Junior High divides students into teams taught by a group of teachers.
@rational
@iGreen @amistre64
Is it 78/400 +77/400? or no?...
this one is confusing me
u need help again? lol
why are you adding ?
yeah and ummm I'm not sure. I just thought that's what I would do, but I'm almost positive it's wrong. I don't know what to do.
let me ask you a quick question : suppose you throw a coin 100 times, it landed on heads all 100 times. whats the probability that you will get a tail on 101th time ?
I don't know..
give it a try, it is easy
1/2
thats correct! but why ?
because there are 2 total options and 1 of them is tails.
thats right but what about the 100 heads in the previous 100 throws ?
does it matter ?
it doesnt matter because the coin wont remember anything about the past each throw is fresh and brand new
similarly here computer also wont remember what happened in the past
ohhh, okay.
the probability for the computer to draw a student from Blazers team on the second try will be same as the probability to draw a student from Blazers team on the first try.
but it asked the probability it will choose another student from the blazers...
So the answer is simply \[\large \dfrac{ 80}{400}\]
I am interpreting "another student" as "student in second try"
really?
you could also interpret "another student" as "a student different from the first student" but i guess il stick to my first interpretation itself
so 1/5?
okay.
that makes sense. thank you
that looks good
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