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1. Suppose you roll a six-sided die 7 times and count the number of fives. What is the probability you get exactly two fives?
2. The probability distribution of the daily number of customers at the YumYum is given below.
Daily number of customers 20,40,60,80
Probability 0.2,0.3,0.4,0.1
Suppose that 20% of all Internet users have posted photos online. A sample survey interviews 1555 users. What is the probability that 300 or fewer people in the sample have posted photos online?
Determine whether the following are demonstrative definitions, enumerative definitions, definitions by subclass, synonymous definitions, etymological definitions, operational definitions, or definitions by genus and difference.
The following data are the share of foreign shareholding as a percentage of total market capitalization in Korea for the past 12 years.
Although Bob raised the price to $1.75, sales of quarter-pound burgers rose to 8,200. Explain why this does not represent a violation of the law of demand.
Describe the process for finding probabilities using z-scores and the standard normal distribution.
question the ziteck corporation buys parts from international suppliers. one part is currently being purchased from a
What statistical tests can perform to compare two groups asked the same question, when the question has a yes/no answer and the sample groups are different.
From the figures for the pho non dispersion curves for Si and GaAs pl us the equations for optic and acoustic phonons, explain why the energy for the Si curves is h igher in energy than the curves for GaAs? Assume that the elastic constant is abou..
Prove that for a symmetric matrix with strictly positive elements, (1) there exists a largest, unique latent root λ i > 0, and (2) the latent vector P1 associated with λl can always be chosen to havc strictly positive elements.
conduct the hypothesis test and prove the test statistic critical value and p-value and state the conclusion.a package
A bag contains 25 wooden beads. The colors of the beads are red, blue, white, green, black, brown, and grey. The probability of randomly selecting a bead
A receiver in the ship's control room receives R = V +X, The random variable X is a Gaussian (0, √3) noise voltage that is independent of V. The receiver uses R to calculate a linear estimate of the telemetry voltage:
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