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7. Prove that every stochastic process {Xy): t=0.1, }...
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5. Civen a finite aperiodic irreducible Markov chain, prove that for some n all terms of P" are positive.
Stochastic processes problem Stochastic processes problem 1)Simulation of a Poisson process, let T,T2... be a succession...
Stochastic processes problem
Stochastic processes problem 1)Simulation of a Poisson process, let T,T2... be a succession of independent random variables with identical distribution exp() Define the random variable N of the following way: Prove that N have distribution Poisson(a)
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5. Let {h}n=o be a stochastic process and T be a random variable whose values are non-negative integers. Suppose that a random variable T is such that for each n the event (T 2 n) depends only on Yo, Y,...,Yn. Is T necessarily a Markov time with respect to (Y,)?
5. Let {h}n=o be a stochastic process and T be a random variable whose values...
Will give thumbs up for good answers! 6. Show that the sums S-Xi + +X, of...
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6. Show that the sums S-Xi + +X, of independent random variables X, with zero mean form a martingale. Assume UxkJく00 for k-1, 2, . …
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9. How many g of CH3COOH will be needed to prepare 0.2 M 700 ml of solution The answer is 8.4 g of CH3CHOOH O True False
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Please show all work and give correct answer.
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3. The circumference of a sphere was measured to be 84 cm with a possible error of .5 cm. Use differentials to estimate the maximum error in the calculated volume. Then find the relative error (C = 27r; V= #r3, relative error "Y). You may leave the maximum error in terms of 3 TT.
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The combination of these two carbonyl systems can give an aldol product. Part 1. Will more than one enolate form? Part 2. What kind of base would you use? (NaOH or LDA) Why? Part 3. If you were in the lab running this experiment, which reagent (2,2-dimethylpropanal or phenylacetaldehyde) should you add slowly to...
Will give thumbs up for good answer! 6. Suppose we have N chips marked 1,2, ...,...
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6. Suppose we have N chips marked 1,2, ..., N, respectively. We take a random Hample of size 2n +1 without replacement. Let Y be the median of the random Hample. Show that the probability function of Y is for k-n +1, n +2, ..., N - n. 2n +1 Verify and Var(Y) 8n +12
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8. Consider a population of n couples where a boy is born to the ith couple with probability p; and c, is the expected number of children born to this couple. Assume p, is constant with time for all couples and that sexcs of successive children born to a particular couple are independent r.v's. Further, assume that no multiple births are allowed. The sex ratio is defined to be expected number of boys...
Please answer correctly, don't rush. I will give a thumbs up if answer is correct. Suppose...
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Suppose that X ~ B(n1,p) and Y ~ B(n2, p) are independent. What is the distribution of X +Y? (a) Use the method of mgfs to determine this distribution. (b) Provide an intuitive verbal explanation behind the distribution of X +Y. What is an interpretation that can be given to X? to Y?
Please write clearly, explain the components, and answer all
parts. Will give thumbs up for good answer!
5. Civen a finite aperiodic irreducible Markov chain, prove that for some n all terms of P" are positive.
Stochastic processes problem
Stochastic processes problem 1)Simulation of a Poisson process, let T,T2... be a succession of independent random variables with identical distribution exp() Define the random variable N of the following way: Prove that N have distribution Poisson(a)
show all work and answer fully. will give a good
rating for a good answer
5. Let {h}n=o be a stochastic process and T be a random variable whose values are non-negative integers. Suppose that a random variable T is such that for each n the event (T 2 n) depends only on Yo, Y,...,Yn. Is T necessarily a Markov time with respect to (Y,)?
5. Let {h}n=o be a stochastic process and T be a random variable whose values...
Will give thumbs up for good answers!
6. Show that the sums S-Xi + +X, of independent random variables X, with zero mean form a martingale. Assume UxkJく00 for k-1, 2, . …
i need it urgently please...i will give a thumbs up and a good
review
9. How many g of CH3COOH will be needed to prepare 0.2 M 700 ml of solution The answer is 8.4 g of CH3CHOOH O True False
Please show all work and give correct answer.
Will give a thumbs up and good rating :)
3. The circumference of a sphere was measured to be 84 cm with a possible error of .5 cm. Use differentials to estimate the maximum error in the calculated volume. Then find the relative error (C = 27r; V= #r3, relative error "Y). You may leave the maximum error in terms of 3 TT.
PLEASE ANSWER ALL. I will give thumbs up and leave a good comment
if answers are accurate. NOTE: Please explain clearly in words.
Please be detailed.
The combination of these two carbonyl systems can give an aldol product. Part 1. Will more than one enolate form? Part 2. What kind of base would you use? (NaOH or LDA) Why? Part 3. If you were in the lab running this experiment, which reagent (2,2-dimethylpropanal or phenylacetaldehyde) should you add slowly to...
Will give thumbs up for good answer!
6. Suppose we have N chips marked 1,2, ..., N, respectively. We take a random Hample of size 2n +1 without replacement. Let Y be the median of the random Hample. Show that the probability function of Y is for k-n +1, n +2, ..., N - n. 2n +1 Verify and Var(Y) 8n +12
Will give thumbs up for good answers!
8. Consider a population of n couples where a boy is born to the ith couple with probability p; and c, is the expected number of children born to this couple. Assume p, is constant with time for all couples and that sexcs of successive children born to a particular couple are independent r.v's. Further, assume that no multiple births are allowed. The sex ratio is defined to be expected number of boys...
Please answer correctly, don't rush. I will give a thumbs up if
answer is correct.
Suppose that X ~ B(n1,p) and Y ~ B(n2, p) are independent. What is the distribution of X +Y? (a) Use the method of mgfs to determine this distribution. (b) Provide an intuitive verbal explanation behind the distribution of X +Y. What is an interpretation that can be given to X? to Y?
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