Question

The number of units, x, needed of an item is discrete from 1 to 5. The...

The number of units, x, needed of an item is discrete from 1 to 5. The probability, p(x), is directly proportional to the number of units needed. The constant of proportionality is K.

a. Determine the pmf of x

b. Find the probability that x is an even value

Homework Answers

Answer #1

THANK YOU.

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
1. The number of units, x, needed of an item is discrete from 1 to 5....
1. The number of units, x, needed of an item is discrete from 1 to 5. The probability, p(x), is directly proportional to the number of units needed. The constant of proportionality is K. a. Determine the pmf of x b. Find the probability that x is an even value c. Compute the mean and variance of the random variable
Let X be a discrete random variable with probability mass function (pmf) P (X = k)...
Let X be a discrete random variable with probability mass function (pmf) P (X = k) = C *ln(k) for k = e; e^2 ; e^3 ; e^4 , and C > 0 is a constant. (a) Find C. (b) Find E(ln X). (c) Find Var(ln X).
let the discrete random variable, x, have the following probability mass function f(x)= c|x-2|, x=-2,-1,0,1,2,3 a....
let the discrete random variable, x, have the following probability mass function f(x)= c|x-2|, x=-2,-1,0,1,2,3 a. find the constant such that fx is a valid pmf b. find P(|X-1|>1) c. find the expected value of X d. find the expected value of X^2
1. Let X be a discrete random variable with the probability mass function P(x) = kx2...
1. Let X be a discrete random variable with the probability mass function P(x) = kx2 for x = 2, 3, 4, 6. (a) Find the appropriate value of k. (b) Find P(3), F(3), P(4.2), and F(4.2). (c) Sketch the graphs of the pmf P(x) and of the cdf F(x). (d) Find the mean µ and the variance σ 2 of X. [Note: For a random variable, by definition its mean is the same as its expectation, µ = E(X).]
Find the joint discrete random variable x and y,their joint probability mass function is given by...
Find the joint discrete random variable x and y,their joint probability mass function is given by Px,y(x,y)={k(x+y) x=-2,0,+2,y=-1,0,+1 0 Otherwise } 2.1 determine the value of constant k,such that this will be proper pmf? 2.2 find the marginal pmf’s,Px(x) and Py(y)? 2.3 obtain the expected values of random variables X and Y? 2.4 calculate the variances of X and Y?
1. There is a 5-digit binary number. Random variable X is defined as the number of...
1. There is a 5-digit binary number. Random variable X is defined as the number of 0's in the binary number. (a) Draw the probability mass function (PMF) for X. (b) Draw the cumulative distribution function (CDF) for X. (c) Using the PMF, find the probability that the 5-digit binary number has at most three 0’s. (d) Using the CDF, find the probability that the 5-digit binary number has at most three 0’s. 2. Now, referring to the PMF that...
Let X and Y be discrete random variables, their joint pmf is given as ?(x,y)= ?(?...
Let X and Y be discrete random variables, their joint pmf is given as ?(x,y)= ?(? + ? − 2)/(B + 1) for 1 < X ≤ 4, 1 < Y ≤ 4 Where B is the last digit of your registration number ( B=3) a) Find the value of ? b) Find the marginal pmf of ? and ? c) Find conditional pmf of ? given ? = 3
1. For a discrete distribution the pmf = x/10   for x = 1, 2, 3, 4....
1. For a discrete distribution the pmf = x/10   for x = 1, 2, 3, 4. What is the expected value for this distribution? Give your answer to four decimal places. 2. The pmf for a discrete distribution is given by p(x) = 1/3 for x = -1, 0, 1. What is the variance of this distribution? Give your answer to four decimal places. 3. You have invented a new procedure for which the outcome can be classified as either...
Find the joint discrete random variable x and y,their joint probability mass function is given by...
Find the joint discrete random variable x and y,their joint probability mass function is given by Px,y(x,y)={k(x+y);x=-2,0,+2,y=-1,0,+1 K>0    0 Otherwise }    2.1 determine the value of constant k,such that this will be proper pmf? 2.2 find the marginal pmf’s,Px(x) and Py(y)? 2.3 obtain the expected values of random variables X and Y? 2.4 calculate the variances of X and Y? Hint:££Px,y(x,y)=1,Px(x)=£Px,y(x,y);Py(y)=£Px,y(. x,y);E[]=£xpx(x);
X is a discrete random variable representing number of conforming parts in a sample and has...
X is a discrete random variable representing number of conforming parts in a sample and has following probability mass function ?(?) = { ?(5 − ?) if ? = 1, 2, 3, 4 0 otherwise i) Find the value of constant ? and justify your answer . ii) ( Determine the cumulative distribution function of X, (in the form of piecewise function). iii) Use the cumulative distribution function found in question 2 to determine the following: a) ?(2 < ?...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT