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IMPORTANT:Showing your work and how you reached the answer is critical in receiving your grade...simply putting down values as the final answer will not earn you any points.
Assignments1.The eventsXandYare mutually exclusive. SupposeP(X)_.05 andP(Y)_.02. What is the probability of eitherXor Yoccurring? What is the probability that neitherXnorYwill happen?
Describe the organization's background, industry, and product or service. (Tesla Model S with auto-pilot) 400 words Include a minimum of 1 source with APA formatting.
What are the two main types of probability?- What is an event? What is the union of two events? What is the intersection of two events?
scores on a statistics exam are given 85 72 92 90 74 65 68 59 74 85 63 79 81 92 95 74 88 55.in preparation for
An independent random sample of 250 items made by supplier B reveals that 38 are defective. Is one supplier more reliable than the other? Explain.
Describe the context of the data set. Cite a previous description if the same data set is used from a previous assignment. To increase formal tone of the DAA, avoid first-person perspective "I." For example, do not write, "I ran a scatter plot sho..
Why is expectation important? Explain what the expected value of an experiment or a business represents. What does it mean to have an expected value of 0? Provide an example of expectation and the use of the formula for expected value.
suppose we are testing the hypotheses h0 ? 100 and ha?lt 100. suppose the population variance is unknown. which sample
problem based on decision tree.a manufacturer must decide whether to extend credit to a retailer who would like to open
A random selection of accounting firms from three regions is taken and they are asked to state the starting salary for a new accounting graduate. Do a one-way ANOVA to analyze these data using a 1% level of significance:
a. Include a screen shot of your parent population and your two distributions of sample means here. b. How are your two distributions of sample means similar? How are they different?
Prove d/dt(u(x(t),t))+tanh(x(t))(d/dx(u(x(t),t)))=0 u(x(t),0)=a(x(t)) limit as x tends to infinity of u(x,t)=0 has at most one solution.Explain why there is no boundary condition at x=0 and find a solution for the special case a(x(t))=sinh(x(t))
Using the data in table 2 of Schneider et al, estimate the probability that a respondent with the following characteristics will be a PTA member:
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