Jon P. answered 03/02/15
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There are 39 candy bars altogether.
First consider the first draw: There are 30 Snickers bars, so the probability that the first draw is Snickers is 30/39 = 10/13.
After the first draw, there are only 38 left. How many of each? Well you have to assume that the first one was a Snickers, because if it wasn't, it wouldn't matter what the second draw was -- you'd already fail the conditions of the problem! So there still have to be 9 Twix left. So the probability of the second one being Twix is 9/38.
So the probability of BOTH events happening is 10/13 * 9/38 = 0.182.