Determine the probability density function for the following cumulative distribution function. F(x) = 1-², x>0 Find the value of the probability density function at x = 0.9. (Round the answer to 4 decimal places.)
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- Eastern Hemlock Ring shake, which is the separation of the wood between growth rings, is a serious problem in hemlock trees. Researchers have developed the following function that estimates the probability P that a given hemlock tree has ring shake: P(A,B,D)=11+e3.680.016A0.77B0.12D where A is the age of the tree yr, B is 1 if bird pecking is present and 0 otherwise, and D is the diameter in. of the tree at breast height. Source: Forest Products Journal. a. Estimate the probability that a 150-year-old tree with bird pecking present and a breast height diameter of 20in., will have ring shake. b. Estimate the probability that a 150-year-old tree, with no presence of bird pecking and a breast height diameter of 20in., will have ring shake. c. Develop a statement about what can be said about the influence have on the probability of ring shake. d. Using the total differential, estimate the probability if the actual age of the tree was 160 years and the diameter at breast height was 25in., Assume that no bird pecking was present. Compare your answer to the actual value. Hint: Assume that B=0 and exclude that variable from your calculations e. Comment on the practicality of using differentials in part d.Length of a leaf The length of a leaf on a tree is a random variable with probability density function is defined by f(x)=332(4xx2)forxin[0,4]. a. Find the expected leaf length? b. Find for this distribution? c. Find the probability that the length of a given leaf is within 1 standard deviation of the expected value.Electronic Device The time to failure of a component in an electronic device has an exponential distribution with a median of four hours. Calculate the probability that the component will work without failing for at least five hours. Choose one of the following. Source: Society of Actuaries. a. 0.07 b. 0.29 c. 0.38 d. 0.42 e. 0.57