Probability and statistics for engineers
Probability and statistics for engineers d. 045 Question 2 Not yet answered A continuous random variable...
Question 4 Not yet answered Marked out of 2 P Flag question A continuous random variable X has the following density function (2x+1) 1<x<3 f(x)= 10 . Find 0, otherwise P( 2 < x < 2.5) = a. 0.275 O b. 2.13 O c.0.1 d. 0.05 Question 5 1
Probability and statistics for engineers 2.58 O d. 244 Question 15 The Not yet Consider the following pdf.f(x)= c(1-x). -1<x<1 otherwise answered value of the constant c equals Marked out of 2 F1 Flag question O a, (3/2) 06.1 @ 3/4 di 4/8 Finish attempt
Probability and statistics for engineers O d. 17 Question 6 Not yet Determine the value c so that f(x) = c(x+1), for x = 0, 1, 2 can serve as a probability distribution of the discrete random variable X answered Marked out of 2 Flag question O a. 1/14 O b. 1 c. 26/3 O d. 1/6 S7 The chance that a certain old bridge will failis 0.002. A new bridge will cost 50000 (fifty thousands) JDIf losses Not
1. A continuous random variable has probability density function f(x) = 2x for all 0 < x < 1 and f(x) = 0 for all other 2. Find Prli <x< 1. O 1 16 O OP O . O 1
Probability and statistics for engineers O d. 1/6 Question 7 Not yet answered The chance that a certain old bridge will fail is 0.002. A new bridge will cost 50000 (fifty thousands) JD. If losses for the bridge failure will amount to 5 million, determine whether the new bridge should be built. Marked out of 2 Flag question O a. No need to build new bridge b. Yes, there is a need to build new bridge @c. We need more...
Probability and statistics for engineers d. 18.5 Question 14 A sample consists of four observations: {1, 3, 5, 7). What is the standard deviation? Not yet answered Marked out of 2 O a. 6.67 P Flag question O b. 6 O c. 2.58 O d. 2.44 Qwesten 15 [ 0(1-x² - 1<x<1 the following p.df. f(x) = otherwise
Probability and statistics for engineers d. 0.75 Question 12 Not yet 20 students scores in MATH235 course are given in the following steam-leaf display. Find the percentage of the students who score above 30 answered Marked out of 2 Steam Leat P Flag question 0 12 3335 1 0347 2 36 669 3 34456 a. 100% b. 20% C333333 d. 25% 2012 and the mean
Probability and statistics for engineers Question 7 Not yet answered The chance that a certain old bridge will fail is 0.002. A new bridge will cost 50000 (fifty thousands) JD. If losses for the bridge failure will amount to 5 million, determine whether the new bridge should be built. Marked out of 2 P Flag question O a. No, need to build new bridge O b. Yes, there is a need to build new bridge O c. We need more...
Question 2 (30 pts) Suppose that X is a continuous random variable with the following probability density function: 2 /(x) = (2 _-), for 3 < x 6 0, otherwise Develop a random-variate generator for the random variable X by using the inverse-transform technique.
PLEASE ANSWER ALL QUESTION 1 1 points Save Answer A random variable is a uniform random variable between 0 and 8. The probability density is 1/8, when 0<x<8 and O elsewhere. What is the probability that the random variable has a value greater than 2? QUESTION 2 1 points Save Answer The total area under a probability density curve of a continuous random variable is QUESTION 3 1 points Save Answer X is a continuous random variable with probability density...