A bag of candy contains 11 lemon flavored sour
balls, and 5 lime flavored sour balls. If Ana reaches in, takes one out
and eats it, and then 20 minutes later selects another and eats that one as
well, what is the probability that they were both lemon flavored candies?

**solution**
These are called independent events.

It is a ''Without replacement" question.

P(lemon 1st) = 11/16

P(lemon 2nd) = 10/15

P(lemon 2nd) = 10/15

(remember...one is already eaten!)

Therefore:

P(lemon, lemon) = (11/16)(10/15) = 110/240 = 11/24

P(lemon, lemon) = (11/16)(10/15) = 110/240 = 11/24

__the probability that they were both lemon flavored candies is 11/24__

__TRY THIS………………….__
A bag of candy contains 7 lemon flavored sour balls,
and 9 lime flavored sour balls. If Ivan reaches in, takes one out and
eats it, and then 30 minutes later selects another and eats that one as well,
what is the probability that they were both lime flavored sour balls?

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