Exponential distribution was used to

  1. The lifetime (In Years) of Manufactured product is Y=5X^0.7, where X has an exponential distribution with mean 1. Find the
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    2. Alex asked by Alex
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  2. Explain normal distribution and exponential distribution respectively in detail giving all the assumptions and relevant examples
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  3. What is the distribution followed by Y1,...,Yn in this scenario, where Yi = 1 if Xi ≤ 0.5?Hint: The possible answer choices
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    2. Jjjjj asked by Jjjjj
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  4. Each magazine that Charlie reads taken an amount of time that follows an exponential distribution with mean 10 minutes. The
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    2. Ramya asked by Ramya
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  5. The binomial distribution, with distribution functionf_ p(x) = \binom {n}{x}p^ x (1-p)^{n-x} can be written as a canonical
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  6. The binomial distribution, with distribution function[mathjax]f_ p(x) = \binom {n}{x}p^ x (1-p)^{n-x}[/mathjax] can be written
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  7. Each phone call by Ali consumes an amount of time that follows an exponential distribution with mean 5 minutes. The number of
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    2. Alpha asked by Alpha
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  8. Each magazine that Charlie reads takes an amount of time that follows an exponential distribution with mean 10 minutes. The
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    2. Arrival asked by Arrival
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  9. 6a) Each magazine that Charlie reads takes an amount of time that follows an exponential distribution with mean 10 minutes. The
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    2. Keith asked by Keith
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  10. Is the equation A=27500(0.73)ta model of exponential growth or exponential decay, and what is the rate of change per time
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