show all work and answer fully. will give a good rating for a good answer
Homework Answers
Add Answer to:
Show all work and answer fully. will give a good rating for a good answer
Show all work and answer fully! will give a good rating for a good solution
Show all work and answer fully!
will give a good rating for a good solution
2. Let {y,/-1 be a sequence of independent identically distributed random = k) = ak for variables with values in the set S {0,1, ali n E N and k E S. Let Xo = 0 and ,9), where P( x, = Yǐ + . . . + Y,, (mod 10). Show that XJn-o is a Markov chain, and find its transition probabilities in terms...
Show all work and answer fully! will give a good rating for a good solution
show all work and answer fully!
will give a good rating for a good solution
3. Let P be a transition matrix of an irreducible Markov chain with n states. Prove that for each two states iメj there exists k-n-1 such that P > 0.
3. Let P be a transition matrix of an irreducible Markov chain with n states. Prove that for each two states iメj there exists k-n-1 such that P > 0.
Show all work and answer fully. will give a good rating for a good answer
show all work and answer fully. will give a good
rating for a good answer
4. Let (Xn);-o be a martingale with respect to {期000, show that Cov (Ann-Xi, A4) = 0 for all k s ism.
4. Let (Xn);-o be a martingale with respect to {期000, show that Cov (Ann-Xi, A4) = 0 for all k s ism.
Problem I (10 points) Determine whether the following statements are True or False. Please circle your...
Problem I (10 points) Determine whether the following statements are True or False. Please circle your answer. You don't need to justify. (1) (T or F) Poisson processes are the only type of stochastic processes which have independent increment property. (2) (T or F) Let X; ~ Exp(1), 1 <i<n, be iid random variables. Then X1 +...+ Xn ~ Exp(nl). (3) (T or F) Any Brownian motion satisfies the Markov property. (4) (Tor F) Let S = X1 + X2...
ANSWER ALL QUESTIONS AND SHOW YOUR WORK Good review if it is accurate and fully answered!...
ANSWER ALL QUESTIONS AND SHOW YOUR WORK Good review if it is accurate and fully answered! QUESTION 8 Consider a Solow growth model where n=0, s=0.2, d=0.1, and F(K,N)=K^0.3*N^0.7. Suppose that initially at time t=0 the total factor productiviy is z=1 and the economy is in a steady state. What is steady state investment per capita? 10 points QUESTION 9 Consider a Solow growth model where n=0, s=0.2, d=0.1, and F(K,N)=K^0.3*N^0.7. Suppose that initially at time t=0 the total...
Please Show all work. Will give very good rating! Event 2: The downhill Sail Coaster (Ahmed)...
Please Show all work. Will give very good rating!
Event 2: The downhill Sail Coaster (Ahmed) In this event, the rider pedals a cart with a sail on it along a horizontal surface to get it up to speed. Just as the cart begins to go down a hill (angle 10) below the horizontal, the rider stops pedaling (i.e. the cart coasts downhill). The winner is the team whose cart comes closest to going down the incline at a constant...
(a) Suppose that i, X2,... , In is an i.i.d. sample from Exp(1). Show that, for...
(a) Suppose that i, X2,... , In is an i.i.d. sample from Exp(1). Show that, for a standard normal random variable Z b) Show Г(n) by differencing both sides of the approximation in part a. Then set a -0 to get Stirling's Formula. 5. Suppose that Y is an id sample from Negative Binomial (n,p). Give a normal approximation of Yn use CLT, when n is large. 6. (Mandatory for Graduate Student. Extra credit for undergrad.) Let Ai, converges to...
Will give thumbs up for good answer! 6. Suppose we have N chips marked 1,2, ...,...
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
Please show all work and give correct answer. Will give a thumbs up and good rating...
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 QUESTIONS!! ALL QUESTIONS - PLEASE WRITE WITH GOOD HANDWRITING TO LET ME...
- PLEASE ANSWER ALL QUESTIONS!! ALL
QUESTIONS
- PLEASE WRITE WITH GOOD HANDWRITING TO LET ME
UNDERSTAND!
Q3. Consider a causal LTI system whose input and output are related by the following differential equation: dy(t) +4y(t) x(t) dt and the input is x(t) cos(2Tut) sin(4t), find: (a) The transfer function of the system H(ja) (5 m) (5 m) (10 m) (5 m) (b) The impulse response of the system h(t) (c) The output y(t) (d) The power of y(t)
Show all work and answer fully!
will give a good rating for a good solution
2. Let {y,/-1 be a sequence of independent identically distributed random = k) = ak for variables with values in the set S {0,1, ali n E N and k E S. Let Xo = 0 and ,9), where P( x, = Yǐ + . . . + Y,, (mod 10). Show that XJn-o is a Markov chain, and find its transition probabilities in terms...
show all work and answer fully!
will give a good rating for a good solution
3. Let P be a transition matrix of an irreducible Markov chain with n states. Prove that for each two states iメj there exists k-n-1 such that P > 0.
3. Let P be a transition matrix of an irreducible Markov chain with n states. Prove that for each two states iメj there exists k-n-1 such that P > 0.
show all work and answer fully. will give a good
rating for a good answer
4. Let (Xn);-o be a martingale with respect to {期000, show that Cov (Ann-Xi, A4) = 0 for all k s ism.
4. Let (Xn);-o be a martingale with respect to {期000, show that Cov (Ann-Xi, A4) = 0 for all k s ism.
Problem I (10 points) Determine whether the following statements are True or False. Please circle your answer. You don't need to justify. (1) (T or F) Poisson processes are the only type of stochastic processes which have independent increment property. (2) (T or F) Let X; ~ Exp(1), 1 <i<n, be iid random variables. Then X1 +...+ Xn ~ Exp(nl). (3) (T or F) Any Brownian motion satisfies the Markov property. (4) (Tor F) Let S = X1 + X2...
Please Show all work. Will give very good rating!
Event 2: The downhill Sail Coaster (Ahmed) In this event, the rider pedals a cart with a sail on it along a horizontal surface to get it up to speed. Just as the cart begins to go down a hill (angle 10) below the horizontal, the rider stops pedaling (i.e. the cart coasts downhill). The winner is the team whose cart comes closest to going down the incline at a constant...
(a) Suppose that i, X2,... , In is an i.i.d. sample from Exp(1). Show that, for a standard normal random variable Z b) Show Г(n) by differencing both sides of the approximation in part a. Then set a -0 to get Stirling's Formula. 5. Suppose that Y is an id sample from Negative Binomial (n,p). Give a normal approximation of Yn use CLT, when n is large. 6. (Mandatory for Graduate Student. Extra credit for undergrad.) Let Ai, converges 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
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 QUESTIONS!! ALL
QUESTIONS
- PLEASE WRITE WITH GOOD HANDWRITING TO LET ME
UNDERSTAND!
Q3. Consider a causal LTI system whose input and output are related by the following differential equation: dy(t) +4y(t) x(t) dt and the input is x(t) cos(2Tut) sin(4t), find: (a) The transfer function of the system H(ja) (5 m) (5 m) (10 m) (5 m) (b) The impulse response of the system h(t) (c) The output y(t) (d) The power of y(t)
Most questions answered within 3 hours.
-
A cohort study is conducted to determine whether smoking is
associated with an increased risk of...
asked 2 minutes from now -
Create the pseudo-code/flowchart for an application class named
Monogram. Its main() method inputs three variables that...
asked 1 minute from now -
How many liters of water are required to dissolve 1.00 g of
silver chromate? Express your...
asked 1 minute ago -
Hot: T_inlet = 80, T_out = 65
Cold: T_inlet = 10, T_out = 25
Explain in...
asked 1 minute ago -
Two protons fly in different directions and collide. They both
have a total energy of 1.5...
asked 10 minutes ago -
What is the oxidation number of each atom in sodium phosphate,
Na3PO4?
>>> SHOW YOUR WORK...
asked 17 minutes ago -
D company purchased goods with a list price of $60000, subject
to trade discounts of 20%...
asked 19 minutes ago -
Transposable elements make up more than 40% of the human genome
and are inserted more-or-less randomly...
asked 30 minutes ago -
Can I get some samples of the following:
1) Write four sentences in first person, singular....
asked 35 minutes ago -
Described how search engines work. Be sure to describe in detail
.
asked 35 minutes ago -
The position of a particle as a function of time is given by
x=(2.0m/s)t+(−3.0m/s3)t^3. Part A...
asked 41 minutes ago -
If you wanted to insert a gene into a plasmid, why
would it be helpful to...
asked 39 minutes ago