A company produces 16 pots daily and we know that the probability of producing a non-defective unit is 0.4.

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a) Calculate the probability that the first non-defective casserole is number 3 b)Calculate the probability that strictly before 6 pots some non-defective ones will come out. c) How many tables must be produced on average to find the first non-defective table?

I have this exercise for my statistic class. The exercise have different questions, but I can't answer these ones and I don't know how to solve it.

Can anyone help me?