Question 5. The weekly demand for propane gas (in 100s of gallons) from a particular facility...
The weekly demand for propane (in 1000's of gallons) from a particular facility is a rv X with the following pdf. The weekly demand for propane (in 1000's of gallons) from a particular facility is a rv X with the following pdf. f(x) = { 4.(-) 15:52 otherwise (a) Compute the cdf of X (b) What is the value of u? (Give answer to 3 decimal places.) 1.640 X (c) Compute E(X) and V(X). (Glve answers to 3 decimal places.)...
The weekly demand for propane gas (in 1000s of gallons) from a particular facility is an rv X with the following pdf. Rx) = {2(1 - 15x52 1 sxs 2 otherwise therine (a) Compute the cdf of X. 0 x < 1 x=2 VI 1 2 > x (b) Obtain an expression for the (100p)th percentile. (P) = What is the value of u? (Round your answer to three decimal places.) 1.64 (c) Compute E(X) and (X). (Round your answers...
The weekly demand for propane gas (in 1000s of gallons) from a particular facility is an rv X with the following pdf f(x)-21 - 0 1 sxs 2 2 otherwise (a) Compute the cdf of X. 0 F(x)2 2 > X (b) Obtain an expression for the (100p)th percentile n(p) 2 What is the value of μ? (Round your answer to three decimal places.) 2 (c) Compute E(X) and V(X). (Round your answers to four decimal places.) E(X) = 2...
The weekly demand for propane gas (in 1000s of gallons) from a particular facility is an rv X with pdf f(x) = k (1 − 1 /x ^2 ) , 1 ≤ x ≤ 2 (1) Determine a constant k. (2) Find a median. (3) E(X) and V (X)
07: The weekly demand for propane gas (in 1000's of gallons) from a particular facility is a f(x) = 2 (1-x2) 1<x<2 a. Compute expected weekly demand by showing details and explain this quantity. b. What is the proportion of weekly demand within one standard deviation? c. Find the median amount of weekly demand for propane gas.