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X1,..., Xn are n independent identically distributed samples of random variable X with PMF
(a) How is E[X] related to PX (1)?
(b) Use Chebyshev's inequality to find the confi- dence level α such that M90(X), the estimate based on 90 observations, is within 0.05 of PX (1). In other words, find α such that
(c) Use Chebyshev's inequality to find out how many samples n are necessary to have Mn(X) within 0.03 of PX (1) with confidence level 0.1. In other words, find n such that
A) Predict the final score if the person obtains a third exam score of 68. B) Calculate the standard error of the estimate.
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Is this statistically significant evidence that the true mean diameter is greater than 20 millimeters? Set up the hypothesis, and enter your P-value below, rounded to four decimal places.
if we want to use mileage color andor condition of the vehicle on a sample of 2009 chevy corvette zr1 cars to predict
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A pn junction operating in the forward-bias region with a current I of 1 mA is found to have a diffusion capacitance of 5 pF. What diffusion capacitance do you expect this junction to have at I = 0.1 mA? What is the mean transit time for this junc..
When X and Y have expected values µX = µY = 0, Theorem 9.4 says that L (Y) = Show that this result is a special case of Theorem 9.7(a) when random vector Y is the 1- dimensional random variable Y.
a new phone answering system installed by the ohio power company is capable of handling 5 calls every ten minutes.
They can expect a 5% increase in salary for the following year, which is the same that they received in each of the last 4 years. Find the ratio of the pension income for retirement in 1 year to that for retirement now.
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