Mathematics, 09.04.2021 02:10 minaricks
When studying the spread of an epidemic, we assume that the probability that an infected individual will spread the disease to an uninfected individual is a function of the distance between them. Consider a circular city of radius 10 miles in which the population is uniformly distributed. For an uninfected individual at a fixed point A(x0, y0), assume that the probability function is given by f(P)=1/20[20-d(P, A)] where d(P, A) denotes the distance between points P and A. Evaluate the integral for the case in which A is the center of the city and for the case in which A is located on the edge of the city. Where would you prefer to live?
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Pat listed all the numbers that have 15 as a multiple write the numbers in pats list
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Ascientist has discovered an organism that produces five offspring exactly one hour after its own birth, and then goes on to live for one week without producing any additional offspring. each replicated organism also replicates at the same rate. at hour one, there is one organism. at hour two, there are five more organisms. how many total organisms are there at hour seven? 2,801 19,531 19,607 97.655
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What is the domain of the of the exponential function shown below?
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When studying the spread of an epidemic, we assume that the probability that an infected individual...
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