lambda=.4 please show all steps!! as detailed as possible, thank you so much for your time
Homework Answers
Now, the above integral is not
easily integrable. So, for finding probability, one can use R.
There are the following command in R, to get an answer:
> pgamma(2,40,0.1)
[1] 1.108713e-76
Add Answer to:
lambda=.4 please show all steps!! as detailed as possible, thank you so much for your time...
which way is the simplest way of solving this problem? is there other ways to solve...
which way is the simplest way of solving this problem?
is there other ways to solve it without using gamma function? if
so, please show the different ways! thank you so much !
Let Yi, Y2, ..., Yso be a sequence of exponentially distributed random variable with parameter-4 , and Y =/i/40. Find P(Y<2) 40 /mail.google.com/mail/u/0/#inbox/FMcgxwBVCzcfwVpqNzGmrwWBgGqrN?projector-1 &messagePartid=0.2
I know this could be solve using the gamma function, is there other way to solve...
I know this could be solve using the gamma function,
is there other way to solve this problem? if so could someone show
me how to do it both ways, meaning using the gamma function and any
other way possible. please be as detailed as possible. Thank you
and I'll rate
Let Yi, Y2...., Y4o be a sequence of exponentially distributed random variable with parameter λ=.4, and Y=Σ Y/40, Find P(Y<2) 40
which way is the simplest to solve this problem? is there other way than using...
which way is the simplest to solve this problem? is
there other way than using gamma function ? please add the
different ways to solve this problem. Thank you !!!
For random variable X, X Bi( 300, . 1) find probabilities : P( X > 35), P( 28 CX < 31) Let Yi, Y2,..., Yso be a sequence of exponentially distributed random variable with parameter λ=.4, and Y=Σ Y/40. Find P(Y<2) 40 7 projector-1&messa google.com/mail/u/0/#inbox/FMfcgxwBVCzcfjWVpqNzGmrwWBgGqrN? gePartid=0.2
3. Suppose that X and Y are independent exponentially distributed random variables with parameter λ, and...
3. Suppose that X and Y are independent exponentially distributed random variables with parameter λ, and further suppose that U is a uniformly distributed random variable between 0 and 1 that is independent from X and Y. Calculate Pr(X<U< Y) and estimate numerically (based on a visual plot, for example) the value of λ that maximizes this probability.
Question 3 Suppose that the random variable X has the Poisson distribution, with P (X0) 0.4....
Question 3 Suppose that the random variable X has the Poisson distribution, with P (X0) 0.4. (a) Calculate the probability P (X <3) (b) Calculate the probability P (X-0| X <3) (c) Prove that Y X+1 does not have the Polsson distribution, by calculating P (Y0) Question 4 The random variable X is uniformly distributed on the interval (0, 2) and Y is exponentially distrib- uted with parameter λ (expected value 1 /2). Find the value of λ such that...
Let Y1, Y2, . .. , Yn be independent and identically distributed random variables such that...
Let Y1, Y2, . .. , Yn be independent and identically distributed random variables such that for 0 < p < 1, P(Yi = 1) = p and P(H = 0) = q = 1-p. (Such random variables are called Bernoulli random variables.) a Find the moment-generating function for the Bernoulli random variable Y b Find the moment-generating function for W = Yit Ye+ … + . c What is the distribution of W? 1.
Please explain, thank you. 10. If X is a binomial random variable with parameters n, 2,...
Please explain, thank you.
10. If X is a binomial random variable with parameters n, 2, and Y is a Poisson rand om variable with parameter λ =np, then for 0 < k < n, (A) P(X = k) P(Y k) for large n (B) P(X = k) P(Y (C) P(X k) P(Y k) for small p = k) for large n and small p
please need a detailed answer! Thank you very much 28. An order of 4000 parts is...
please need a detailed answer! Thank you very much
28. An order of 4000 parts is received. Let random variable X be a number of defective parts. X follows a binomial distribution with n 4000, p .005. Using the central limit theorem, [normal approximation) a) find the probabilities : P(18 <X <21), P (X > 21) b) find the probability that average number of defective parts in 36 randomly chosen parts exceeds 21. c) Why is it possible to apply...
QUESTION 26 AND 31 PLEASE SHOW STEPS THANK YOU SO MUCH J-2 J-V4-z² Ji 26. Let...
QUESTION 26 AND 31 PLEASE SHOW STEPS THANK
YOU SO MUCH
J-2 J-V4-z² Ji 26. Let be the region below the paraboloid x2 + y? = z – 2 %3D that lies above the part of the plane * + Y + z = I in the first octant. Express f (x, y, z) dV as an iterated integral (for an arbitrary function J). 27. Assume J (ª, Y, 2) can be expressed as a product, f (x, y, z)...
please show you steps, and add some exppanation if possible. Thank you! 5. Let X associated...
please show you steps, and add some exppanation if
possible. Thank you!
5. Let X associated probabilities P(X = x)-/(2) be a discrete random variable. The following table shows its possible values r and the () 2/8 3/8 2/8 1/8 (a) Verify that f(x) is a probability mass function. (b) Calculate P(X < 1), P(X s 1), and P(X0.5 or Xx> 2) (c) Find the cumulative distribution function of X. (d) Compute the mean and the variance of X
which way is the simplest way of solving this problem?
is there other ways to solve it without using gamma function? if
so, please show the different ways! thank you so much !
Let Yi, Y2, ..., Yso be a sequence of exponentially distributed random variable with parameter-4 , and Y =/i/40. Find P(Y<2) 40 /mail.google.com/mail/u/0/#inbox/FMcgxwBVCzcfwVpqNzGmrwWBgGqrN?projector-1 &messagePartid=0.2
I know this could be solve using the gamma function,
is there other way to solve this problem? if so could someone show
me how to do it both ways, meaning using the gamma function and any
other way possible. please be as detailed as possible. Thank you
and I'll rate
Let Yi, Y2...., Y4o be a sequence of exponentially distributed random variable with parameter λ=.4, and Y=Σ Y/40, Find P(Y<2) 40
which way is the simplest to solve this problem? is
there other way than using gamma function ? please add the
different ways to solve this problem. Thank you !!!
For random variable X, X Bi( 300, . 1) find probabilities : P( X > 35), P( 28 CX < 31) Let Yi, Y2,..., Yso be a sequence of exponentially distributed random variable with parameter λ=.4, and Y=Σ Y/40. Find P(Y<2) 40 7 projector-1&messa google.com/mail/u/0/#inbox/FMfcgxwBVCzcfjWVpqNzGmrwWBgGqrN? gePartid=0.2
3. Suppose that X and Y are independent exponentially distributed random variables with parameter λ, and further suppose that U is a uniformly distributed random variable between 0 and 1 that is independent from X and Y. Calculate Pr(X<U< Y) and estimate numerically (based on a visual plot, for example) the value of λ that maximizes this probability.
Question 3 Suppose that the random variable X has the Poisson distribution, with P (X0) 0.4. (a) Calculate the probability P (X <3) (b) Calculate the probability P (X-0| X <3) (c) Prove that Y X+1 does not have the Polsson distribution, by calculating P (Y0) Question 4 The random variable X is uniformly distributed on the interval (0, 2) and Y is exponentially distrib- uted with parameter λ (expected value 1 /2). Find the value of λ such that...
Let Y1, Y2, . .. , Yn be independent and identically distributed random variables such that for 0 < p < 1, P(Yi = 1) = p and P(H = 0) = q = 1-p. (Such random variables are called Bernoulli random variables.) a Find the moment-generating function for the Bernoulli random variable Y b Find the moment-generating function for W = Yit Ye+ … + . c What is the distribution of W? 1.
Please explain, thank you.
10. If X is a binomial random variable with parameters n, 2, and Y is a Poisson rand om variable with parameter λ =np, then for 0 < k < n, (A) P(X = k) P(Y k) for large n (B) P(X = k) P(Y (C) P(X k) P(Y k) for small p = k) for large n and small p
please need a detailed answer! Thank you very much
28. An order of 4000 parts is received. Let random variable X be a number of defective parts. X follows a binomial distribution with n 4000, p .005. Using the central limit theorem, [normal approximation) a) find the probabilities : P(18 <X <21), P (X > 21) b) find the probability that average number of defective parts in 36 randomly chosen parts exceeds 21. c) Why is it possible to apply...
QUESTION 26 AND 31 PLEASE SHOW STEPS THANK
YOU SO MUCH
J-2 J-V4-z² Ji 26. Let be the region below the paraboloid x2 + y? = z – 2 %3D that lies above the part of the plane * + Y + z = I in the first octant. Express f (x, y, z) dV as an iterated integral (for an arbitrary function J). 27. Assume J (ª, Y, 2) can be expressed as a product, f (x, y, z)...
please show you steps, and add some exppanation if
possible. Thank you!
5. Let X associated probabilities P(X = x)-/(2) be a discrete random variable. The following table shows its possible values r and the () 2/8 3/8 2/8 1/8 (a) Verify that f(x) is a probability mass function. (b) Calculate P(X < 1), P(X s 1), and P(X0.5 or Xx> 2) (c) Find the cumulative distribution function of X. (d) Compute the mean and the variance of X
Most questions answered within 3 hours.
-
MCL 445.111 et seq. deals with Home Solicitation Sales.
MCL stands for Michigan Compiled Laws which...
asked 13 seconds from now -
Which of the following items may not create an NOL?
a.
sole proprietorship loss
b.
personal...
asked 4 minutes ago -
A hypothetical solution forms between a solid and a liquid. The
values of the thermodynamic quantities...
asked 2 minutes ago -
when 2053 j of heat is added to 46.3 g of hexane C6H14 the
temperature increases...
asked 6 minutes ago -
a)An ideal heat pump is being considered for use in heating an
environment with a temperature...
asked 6 minutes ago -
.
Convert the following pairs of voltage and current waveforms to
phasor form. Each pair of...
asked 7 minutes ago -
I need new and unique answers, please. (Use your own words,
don't copy and paste), Please...
asked 9 minutes ago -
A 6.5 cm diameter ball has a terminal speed of 22 m/s. What is
the ball's...
asked 21 minutes ago -
Name two areas of the human body with the highest concentration
of lymph nodes and speculate...
asked 25 minutes ago -
Angel Corporation has $10,000,000 of
8.0% 25 year bonds dated May 1, 2018 with interest payable...
asked 1 hour ago -
7.
________ involves individuals trading goods they already have or
providing services in exchange for something...
asked 1 hour ago -
Share your research problem. What databases did you search as
you gathered evidence to support your...
asked 1 hour ago