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The probability that a device passes the quality control test is 0 8 0 8 Find the probability that a given device will pass the test on the third try I don't understand how to go about answering this question It seems to me like there isn't enough information Do I assume each trial is independent? If so, I thought to use the probability distribution of a geometric RV, but this PMF gives
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Often a course in topology starts with metric spaces Then a definition of "open set" arises in that context It can be shown that the collection of these sets has the properties mentioned in def 2 2 and for such a collection a name allready exists: a topology That opens the door to reach out for a more general definition of open set wich is not linked only with metric spaces, but with
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Quý phụ huynh và thí sinh có nguyện vọng đăng ký dự thi Vòng 1 cuộc thi TOEFL Primary Challenge và TOEFL Junior Challenge năm học 2018-2019 tại Hà Nội qua kênh đăng ký Online của Ban Tổ chức xin vui lòng làm theo hướng dẫn đăng ký sau đây: Bước 1: Click vào link đăng ký Online:
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I'm reading a proof of Theorem 2 29 below from this note First, we recall a definition and a lemma, i e , Definition 2 28 Let $(\\Omega, \\mathcal{F}, \\mathbb{P})$ be a probability space, $(T, \\ma
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