A company rents moving trucks out of two locations: Portland and Milwaukee. Some of their customers rent a truck in one city and return it in the other city, and the rest of their customers rent and return the truck in the same city. The company owns a total of 300 trucks. The company has seen the following trend: About 30 percent of the trucks in Portland move to Milwaukee each week. About 40 percent of the trucks in Milwaukee move to Portland each week. Suppose right now Portland has 60 trucks. How many trucks will be in each city after 1 week? [Round answers to the nearest whole number.] Portland: Milwaukee: How many trucks will be in each city after 3 weeks? [Round answers to the nearest whole number.] Portland: Milwaukee: If the vector represents the distribution of trucks, where is the number in Portland and is the number in Milwaukee, find the matrix so that is the distribution of trucks after 1 week