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The lifetime of transistors in an electronic equipment is exponentially distributed with mean of 5 months.
(a) Find the probability that a randomly chosen transistor will last longer than 6 months.
(b) If a transistor has been operating for 5 months, what is the probability that it will last an additional 4 months?
(c) Find the median lifetime of these transistors? Hint: Median implies, set CDF = 0.5 and find x.
(d) If an equipment contains 10 transistors that operate independently, what is the probability that at least 3 of these transistors will last longer than 6 months?
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q.for each of the following values for the mpc determine the size of the simple spending multiplier and the total
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Suppose the government implements a policy that makes people to invest more time in human capital accumulation.
Any city, county, state, or region develop an analysis to determine the feasibility study for its bid. What approach should they use?
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An apartment owner puts out an advertisement for a company to provide lawn mowing services for a number of apartments he owns. He has some idea of the going price for lawn services and so he advertises that he will pay $100 per month per apartment co..
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