Answer:
6/11
Explanation:
After taking 2 counters with no replacement, that only one of these is white. We will see that the probability is 6/11.
Given that;
there are 11 counters, 5 of them are white, 6 are not white
First we take the white one, the probability is equal to the quotient between the number of white counters and the total number of counters, so we have:
p = 5/11
And, also notice that there are 2 permutations:
first white, then non-white.
first non-white, then white.
So we need to add a factor 2.
P = 2*p*q = 2*(5/11)*(6/10) = 6/11
The probability is 6/11
We can also Do:
11/11 = Whole
11 - 5 = 6
Hence, Answer = 6/11
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