Problem 5a: Dry dog food inadvertently fell into the my car's air conditioning ducts. Now individual...
Problem 5a: Dry dog food inadvertently fell into the my car's air conditioning ducts. Now individual pieces of dog food randomly fly out of the A/C vents much to the delight of Sir Barksalot, my English Sheepdog. Assume the appearance of each piece of dog food is being driven by a Poisson process with a rate of appearance of 2 pieces every thirty minutes. On the average, how many minutes, it, does Sir Barksalot have to wait to be blessed with the next piece of flying food? Problem 5b: What is the probability that one or more pieces will fly out within the next it minutes? (it is the result from part 5a)
Problem 5a: Dry dog food inadvertently fell into the my car's air conditioning ducts. Now individual pieces of dog food randomly fly out of the A/C vents much to the delight of Sir Barksalot, my English Sheepdog. Assume the appearance of each piece of dog food is being driven by a Poisson process with a rate of appearance of 2 pieces every thirty minutes. On the average, how many minutes, it, does Sir Barksalot have to wait to be blessed with the next piece of flying food? Problem 5b: What is the probability that one or more pieces will fly out within the next it minutes? (it is the result from part 5a)