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Find the particular solution of the following differential equation:
12(d^2y/dt^2)-3y=0 given that when t=0, y=3 and dy/dt=0.5 and could you explain the reasons for choosing y=e^(rt)
How is data screening related to the assumptions of the statistic you will choose to analyze your data?
How to calculate expected difference between the samples means, and how does larger variability affect the size of the standard error for the sample mean difference?
A Starbucks manager decides to study waiting times of customers for service at the lunch time rush hour 1100-1200. He observes three customers to measure the time the customer enters the line to the time he or she reaches the counter.
letx1 and x2 be quantitative and verbal scores on an examy1 and y2 be quantitative and verbal scores on another
Evaluate the result in part c with the decision using the expected value approach.
For each, draw the histogram of the sampling distribution of bar(y). Which sampling distribution has the smaller variance, and why?
in a certain parking lot 45 of the cars have four doors 16 of the cars are blue and 4 of the cars have four doors and
for a hypothetical magazine the probability that the reader is male given that the reader is at least 35 years old is
The following data values are a simple random sample from a population that's normally distributed with (symbol for variance) o2=4.0:
suppose thw weekly amount spent on repairs at a certain computer is normally distributed with a mean of 300 and a
A weekly demand at a grocery store for a brand of breakfast cereal
Each of four tasters picks one coffee anyway (not knowing which is which, because the coffee is in identical cups). What is the probability that a) All four tasters choose Tasty Bean?
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