Geometric random variable
Let X denote a geometric random variable with parameter p. For s >=0, compute E[e^(-sX)]. For what other values of s is your calculation valid?
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If the 1500-lb boom AB, the 200-lb cage BCD, and the 175-lb man have centers of gravity located at points G1, G2, and G3, respectively, determine the resultant moment produced by each weight about point A.
You and your opponent both roll a fair die. If you both roll the same number, the game is repeated otherwise whoever rolls the larger number wins. Let N be the number of times the two dice have to be rolled before the game is decided. Determine th
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The acceleration of block B is a = -9.81 + (k/(x^2)) where a and x are expressed in m/s^2 and meters respectively, and k = 4 e -4 m^3/s^2. Determine the max velocity and acceleration of B Please leave answers in m or mm.
In a certain particle accelerator, protons travel around a circular path of diameter 18.0 m in an evacuated chamber, whose residual gas is at 290 K and 1.56 x 10-6 torr pressure. (a) Calculate the number of gas molecules per cubic centimeter at th
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What is the probability of choosing any one random configuration? If the scanner is optional, how many configurations are possible?
Which statistical analysis technique should be used? What is the null hypothesis? Can the market researcher get an answer? Why or why not?
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