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The Mongol general Subudai is expecting reinforcements from Chenggis Kahn before attacking King Bela of Hungary. The probability mass function describing the number N of tumens (units of 10,000 men) that he will receive is
If he receives N = k tumens, then his probability of losing the battle will be 2-k. This can be described by defining the random variable W which will be 1 if the battle is won, 0 if the battle is lost, and defining the conditional probability mass function
(a) Find c.
(b) Find the (unconditional) pmf pW(m), that is, what is the probability that Subudai will win or lose?
(c) Suppose that Subudai is informed that definitely N
For the series-parallel network of given figure: - Calculate ZT, Determine I, Determine I1, Find I2 and I3, and Find VL.
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the block diagram for an elevator controller for a two-floor elevator follows. the inputs fb1 and fb2 are 1 when
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(a) optimally combine the present radar system with a new radar system that has a measurement variance of 6; or, (b) optimally combine the present radar system with two new radar systems that both have the same perormance as the original system.
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