A small grocery store had 12 cartons of milk, 2 of which were sour.
1. If David is going to buy the 8th carton of milk sold that day at random, compute the probability that he selects a carton of sour milk.
Enter a fraction (e.g. 2/10, no need to reduce it to the lowest form):
We have number of cartons of milk in a store is 12.
In that 2 cartons are sour milk.
We want the probability that 8th carton of milk is sour.
That is upto the 7 times, he gets non sour milk and in the 8th time, he gets sour milk.
There are 12-2=10 non sour carton of milk.
There are two options:
1. One sour carton is there at the time of 8th selection
2. Two sour cartons are there at the time of 8th selection
Therefore, the required probability is:
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