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Instructions and help about 8 10 deed

hi in this problem we're going to look at the when you take a stick and break it into three pieces randomly that these three pieces can actually be used to form a triangle all right so we start out with a stick of unit length so length one and we'll choose a point along the stick to break and we'll choose that point uniformly at random so let's say that we chose it here that was the point where we're breaking and then independently of this first choice we'll again choose a second point to break it again uniformly at random along the entire stick so let's say the second second point we chose is here so what we have now is we'll break it here and here and so we'll have three pieces the first one the left one the middle one and the right one and we want to know what's the probability that when you take these through these three pieces you can form a triangle all right so the first thing we should ask ourselves is what do you need what traditions must be satisfied in order to actually be a

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