Question

Let X be the number of 1’s and Y the number of 2’s that occur in...

Let X be the number of 1’s and Y the number of 2’s that occur in 4 rolls of a fair die. Compute Cov(X, Y ).

Homework Answers

Answer #1

NOTE: I HOPE YOU ARE HAPPY WITH MY ANSWER.

* PLEASE SUPPORT ME WITH RATING.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A fair die is successively rolled. Let X and Y denote, respectively, the number of rolls...
A fair die is successively rolled. Let X and Y denote, respectively, the number of rolls necessary to obtain a 5 and a 4. Find (a) EX, (b) E[X|Y =1] and (c) E[X|Y=4].
A fair die is successively rolled. Let X and Y denote, respectively, the number of rolls...
A fair die is successively rolled. Let X and Y denote, respectively, the number of rolls necessary to obtain a 5 and a 4. Find (a) E X, (b) E[X|Y = 1] and (c) E[X|Y = 4].
a fair die was rolled repeatedly. a) Let X denote the number of rolls until you...
a fair die was rolled repeatedly. a) Let X denote the number of rolls until you get at least 3 different results. Find E(X) without calculating the distribution of X. b) Let S denote the number of rolls until you get a repeated result. Find E(S).
roll a fair die repeatedly. a) Let X denote the number of rolls until you get...
roll a fair die repeatedly. a) Let X denote the number of rolls until you get at least 3 different results. Find E(X) without calculating the distribution of X. b) Let S denote the number of rolls until you get a repeated result. Find E(S).
I roll a fair die until I get my first ace. Let X be the number...
I roll a fair die until I get my first ace. Let X be the number of rolls I need. You roll a fair die until you get your first ace. Let Y be the number of rolls you need. (a) Find P( X+Y = 8) HINT: Suppose you and I roll the same die, with me going first. In how many ways can it happen that X+Y = 8, and what is the probability of each of those ways?...
Let X equal the outcome (1, 2 , 3 or 4) when a fair four-sided die...
Let X equal the outcome (1, 2 , 3 or 4) when a fair four-sided die is rolled; let Y equal the outcome (1, 2, 3, 4, 5 or 6) when a fair six-sided die is rolled. Let W=X+Y. a. What is the pdf of W? b What is E(W)?
A die is rolled six times. (a) Let X be the number the die obtained on...
A die is rolled six times. (a) Let X be the number the die obtained on the first roll. Find the mean and variance of X. (b) Let Y be the sum of the numbers obtained from the six rolls. Find the mean and the variance of Y
8 Roll a fair (standard) die until a 6 is obtained and let Y be the...
8 Roll a fair (standard) die until a 6 is obtained and let Y be the total number of rolls until a 6 is obtained. Also, let X the number of 1s obtained before a 6 is rolled. (a) Find E(Y). (b) Argue that E(X | Y = y) = 1/5 (y − 1). [Hint: The word “Binomial” should be in your answer.] (c) Find E(X).
1) A 10-sided die is rolled infinitely many times. Let X be the number of rolls...
1) A 10-sided die is rolled infinitely many times. Let X be the number of rolls up to and including the first roll that comes up 2. What is Var(X)? Answer: 90.0 2) A 14-sided die is rolled infinitely many times. Let X be the sum of the first 75 rolls. What is Var(X)? Answer: 1218.75 3) A 17-sided die is rolled infinitely many times. Let X be the average of the first 61 die rolls. What is Var(X)? Answer:...
Let A1, ... ,20 be independent events each with probability 1/2. Let X be the number...
Let A1, ... ,20 be independent events each with probability 1/2. Let X be the number of events among the first 10 which occur and let Y be the number of events among the last 10 which occur. Find the conditional probability that X = 5, given that X + Y = 12.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT