Conditional distribution
We assume that the conditional distribution of X|N= n is binomial (n, theta) and that N is Poisson (lambda). Show that X has Poisson(lambda*theta) distribution in either of two ways. i) by deriving the pmf of X or ii) by deriving the mgf of X
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Consider a large classroom on a hot summer day with 150 students, each dissapating 60W of sensible heat. All the lights, with 6.0kW of rated power, are kept on. The room has no external walls, and thus heat gain through the walls and the roof are
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If receiver has an available power gain of 110 dB and a noise bandwidth of 10 MHz, the available output noise power of receiver is??
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What is the least count of a measurement instrument, and how is it related to the number of significant figures of the readings of a instruments?
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During a training exercise, Lieutenant Carter was planning to maneuver Third Platoon across a river that created a linear danger area.
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