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Suppose we are allowed to observe a random process Z(r) at two points in time, ro and ri .
Based on those observations we would like to estimate Z(t) at time t = t2 where t0 1 2 . We can view this as a prediction problem. Let our estimator be a linear combination of the two observations,
(a) Use the orthogonality principle to find the MMSE estimator.
(b) Suppose that for positive constants b and c. Show that in this case, the sample at time t = to is not useful for predicting the value of the process at time t = t2 (given we have observed the process at time t = t1 > to ). In other words, show that a = 0 .
What is the t-test statistic? Top Shelf Sales Volume 23 35 50 68 32 Bottom Shelf Sales Volume 55 70 72 51 63
Provide a quantitative analysis that compares remeasurement 1 and 2 data to the baseline data:
The length of a particular telemarketing phone call has an exponential distribution with a mean equal to 1.5 minutes. Find the probability that the length of a randomly selected call will be between 30 - 50 minutes and 1 minuter or longer.
Paperbacks are $1.15 each, and hardcover books are $3.70. Of the 100 books sold last Tuesday morning, 95 were paperback and the rest were hardcover. What was the weighted mean price of a book?
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On the basis of the tornado diagram, advise your friend regarding either (1) whether to invest or (2) what to do next in the analysis.
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A professor took a sample of 194 students from her morning class and 131 in the evening class. On the 1st exam, all those sampled from the morning class got 64 while those sampled from the evening averaged to 71 with a variance of 179. If the two ..
Omar Haaris receives 5000 tripods annually from Top-Grade Supplier to meet his annual demand. Omar runs a large photographic outlet, and the tripods are used primarily with 35mm cameras. The ordering cost is $15 per order, and the carrying cost is..
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question a survey of the opinions of property owners about a street widening project was taken to determine whether the
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