Ans) 1/15
Total number of workers = Josua + Jose + 4 = 6
2 people will be interviewed from 6
=> Total outcomes = 6C2
=> Possible outcomes that Josua and Jose are selected = 2C2
Probability = 2C2/6C2 = 1/15
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permutation? probability
Source: Beat The GMAT — Problem Solving |
Easier way......(I think!!!)
6 workers and among them are Joshua and José.
What's the chance of picking randomly Joshua or José on our first pick? = 2/6 (Joshua or José out of six workers)
What's the chance of picking randmoly Joshua or José, knowing that one of them as already been selected on our first pick, on our second pick?
1/5 (only one good choice available out of 5 workers)
So 2/6*1/5=2/30=1/15
6 workers and among them are Joshua and José.
What's the chance of picking randomly Joshua or José on our first pick? = 2/6 (Joshua or José out of six workers)
What's the chance of picking randmoly Joshua or José, knowing that one of them as already been selected on our first pick, on our second pick?
1/5 (only one good choice available out of 5 workers)
So 2/6*1/5=2/30=1/15

















