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Let X be the random variable whose value is n if the first success occurs on the nth trial when independent Bernoulli trials are performed, each with probability of success p.
a) Find a closed formula for the probability generating function GX.
b) Find the expected value and the variance of X using Exercise 57 and the closed form for the probability generating function found in part (a).
Find the approximations T10, M10, and S10 for 0∫π 38 sinx dx. Find the corresponding errors ET, EM, and ES. How large do we have to choose n so that the approximations Tn, Mn, and Sn to the integral in part (a).
Two armies are advancing on two cities. The first army has 4 regiments and the second army has 3 regiments. At each city, the army that send more regiments to the city captures both the city and the opposing army regiment.
Find the rate of change in the position of the rocket and what time does the instantaneous velocity have the greatest magnitude
What is the probability that Cass answers all of the questions correctly? What the probability that he answers 3 questions correctly?
U.S. Population The population of the United States by race in 2000 and the projected population by race for the year 2025 are given below (in thousands).
Sketch the slope field for the ODE x'=(1-x^2)(sin(t)-x) . Sketch the slope fields for the solutions satisfying the given conditions: x(0)=0, x(0)=-0.5, x(0)=1, x(1)=1.5
t what price is revenue maximized, and what is revenue at that point?
A correlation has been calculated as r = -0.8, what does this mean? How does it compare to a correlation of r = 0.8?
What values of x can be used in a function? If you wanted to graph a function, what values of x would you choose and why?
If you were buying a home in this particular city, which slope would be most attractive to you and why?
Identify the statistical measures that would be used to analyze the data and calculate those measures, and explain your choice.
What price should lamps be sold at to maximize profit?
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