Let {mi(t), t > =0}, i=1,2,3 be independent poisson processes with respective rates λi, i=1,2, and set: n1(t)=m1(t)+m2(t), n2(t)= m2(t)+m3(t)the stochastic process {(n1(t), n2( t> =0} is called a bivariate poisson processa) find p{n1(t)=n, n2(t)=m}b) find cov(n1(t), n2(t)}

Which description is represented by a discrete graph? kiley bought a platter for $19 and several matching bowls that were $8 each. what is the total cost before tax? the temperature at 9 a.m. was 83° f and is heating up at an average rate of 6°f per hour. what is the temperature x hours later? juan ate an egg with 78 calories and some cereal with 110 calories per serving for breakfast. what is the total amount of calories he consumed? a bottle contained 2,000 ml of liquid and is being poured out at an average rate of 300 ml per second. how much liquid is left in the bottle after x seconds?