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Explain what you've used and why?
There are a large number of students in Luttley College. 60% of the students are boys. Students can
choose exactly one of Games, Drama or Music on Friday afternoons. It is found that 75% of the boys
choose Games, 10% of the boys choose Drama and the remainder of the boys choose Music. Of the
girls, 30% choose Games, 55% choose Drama and the remainder choose Music.
5 Drama students are chosen at random. Find the probability that at least 1 of them is a boy.
π 0 π 0 π 23
asked by Raj
today at 8:45am
say s students
Boys = .6 s
.75 (.6) s = games
.1 (.6) s = drama
.15 (.6) s = music
Girls = .4 s
.3 (.4) s = games
.55(.4) s = drama
.15(.4) s = music
so number of drama students = .06 s + .22 s = .28 s
so if you pick one dram student
p one boy drama student in one pick = .06/.28 = .214
now do your Bernoulli thing for 1 of 5
π 0 π 0
π¨βπ«
Damon
today at 9:04am
Oh, easier find the probability that all are girls then subtract from one :)
π 0 π 0
π¨βπ«
Damon
today at 9:22am
How to know where to use conditional probability as in this question?
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