Question

1) A continuous random variable ? that can assume values between ? = 4 and ?...

1) A continuous random variable ? that can assume values between ? = 4 and ? = 7 has a density function given by ?(?) = 1 3 . For this density function, find ?(?). Use it to evaluate ?(6 < ? < 6.4).

Please explain each step. Thank you.

Homework Answers

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
3. (10pts) Let Y be a continuous random variable having a gamma probability distribution with expected...
3. (10pts) Let Y be a continuous random variable having a gamma probability distribution with expected value 3/2 and variance 3/4. If you run an experiment that generates one-hundred values of Y , how many of these values would you expect to find in the interval [1, 5/2]? 4. (10pts) Let Y be a continuous random variable with density function f(y) = 1 2 e −|y| , −∞ < y < ∞ 0, elsewhere (a) Find the moment-generating function of...
12- Explain the universality property of U ∼ Unif(0, 1). That is, given a continuous random...
12- Explain the universality property of U ∼ Unif(0, 1). That is, given a continuous random X with fX(x) > 0 when x ∈ (a, b) and = 0 otherwise, use the CDF FX and U to construct a random variable Xˆ with the same distribution as that of X. Please show me step by step so i can understand it better with the concepts. Please Please clear writing so i can read it !!! Thank you.!!
A continuous random variable has a probability distribution function such that it takes on values in...
A continuous random variable has a probability distribution function such that it takes on values in the interval from 2 to 10 with equal likelihood. a) Sketch the pdf described above and the cumulative distribution. b) What is the probability that a random variable will take on a value between 4.04 and 7.96? c) What is the probability that a random variable will take on a value less than 7? d) What is the probability that a random variable will...
What kind of variable has values determined by chance? random variable discrete variable continuous variable Question...
What kind of variable has values determined by chance? random variable discrete variable continuous variable Question 5 A binomial distribution is a probability distribution for a: discrete random variable continuous random variable Question 6 A normal distribution is a probability distribution for a: continuous random variable discrete random variable Question 7 Which is not a property of the binomial distribution? only two outcomes fixed number of trials constant probability of success dependent outcomes
Your driving time to work  (continuous random variable) is between 29 and 67 minutes if the day...
Your driving time to work  (continuous random variable) is between 29 and 67 minutes if the day is sunny, and between 43 and 83 minutes if the day is rainy, with a uniform probability density function in the given range in each case. Assume that a day is sunny with probability  = 0.46 and rainy with probability . Your distance to work is  = 50 kilometers. Let  be your average speed for the drive to work, measured in kilometers per minute: Compute the value...
Y is a continuous random variable with a probability density function f(y)=a+by and 0<y<1. Given E(Y^2)=1/6,...
Y is a continuous random variable with a probability density function f(y)=a+by and 0<y<1. Given E(Y^2)=1/6, Find: i) a and b. ii) the moment generating function of Y. M(t)=?
A continuous variable is a variable that can assume: A. a countable set of values only...
A continuous variable is a variable that can assume: A. a countable set of values only B. non-numerical values C. categorical values only D. an uncountable set of values
A random variable X takes values between -2 and 4 with probability density function (pdf) Sketch...
A random variable X takes values between -2 and 4 with probability density function (pdf) Sketch a graph of the pdf. Construct the cumulative density function (cdf). Using the cdf, find ) Using the pdf, find E(X) Using the pdf, find the variance of X Using either the pdf or the cdf, find the median of X
URGENT!! PLEASE ANSWER QUICKLY Your driving time to work  (continuous random variable) is between 29 and 65...
URGENT!! PLEASE ANSWER QUICKLY Your driving time to work  (continuous random variable) is between 29 and 65 minutes if the day is sunny, and between 44 and 81 minutes if the day is rainy, with a uniform probability density function in the given range in each case. Assume that a day is sunny with probability  = 0.13 and rainy with probability . Your distance to work is  = 50 kilometers. Let  be your average speed for the drive to work, measured in kilometers per...
The probability density function for a continuous random variable X is given by         f(x) = 0.6                 0<X<1...
The probability density function for a continuous random variable X is given by         f(x) = 0.6                 0<X<1               = 0.10(x)         1 ≤X≤ 3               = 0 otherwise Find the 85th percentile value of X.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT