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Suppose the joint pdf of lifetimes of a certain part and a spare is given by
f(x, y) = e^?(x+y), 0 < x < ?, 0 < y < ?
and zero otherwise.
(a) Find the marginal pdf of X?
(b) Find P(X > 2)?
(c) Find P(X < Y ).
(d) Find P(X + Y ) > 2
(e) Are X and Y independent?
Mean threshold values and standard deviations for the three groups are given below. Normal probability plots showed the three populations were well approximated by the Normal distribution.
an ad is placed in newspapers in four counties asking for volunteers to test a new medication for reducing blood
A hypothesis is being conducted. The p-value was found to be 0.0768. For which of the following levels of significance will the null hypothesis be rejected?
Should the finite-population correction factor be used? Why or why not?
discuss type i and type ii errors in relation to a control chart. what practical implication in terms of process
for several years the mean number of customers per day at a restaurant has been 142. recently the number of customers
It will take 30 minutes regardless of the traffic conditions. Lynn's utility for travel time is: U(15 minutes) = 0.9, U(30 minutes) = 0.7, and U(40 minutes) = 0.2. Which route will minimize Lynn's expected travel time?
The proportion of left handers is 0.10. What is the number of left handers in the sample and what notation is given to that number?
a game consist of spinning a spinner and then rolling a number cube. the spinner is equally likely to land on any 1 of
In studies examining the effect of humour on interpersonal attraction, McGee and Shevlin (2009) found that an individual's sense of humor had a significant effect on how the individual was perceived by others.
In recent years, 3.4 children per year get sick with measles in Minnesota. If a recent year is taken at random, what is the probability that:
Assume the population standard deviation is 7.1 mpg. State the correct null and alternative hypotheses that the company wishes to test. Calculate the test statistic that would be used for conducting the desired test.
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