There lies a magic car factory in a big grass field. The factory can make any car at any time. But only can hold 20 total. The cars reset after every car is made. There’s 10 brands of cars that could possibly be made. Of the brands Nissan, Toyota, honda, ferrari, lamborghini, lexus, porsche, ford, tesla, acura, cadillac, chevrolet, BMW, bentley, audi, and volkswagen, determine the likelihood that cadillac is one of the ten cars and is picked two times in a row from the garage.
Please show work so I can solve questions like these in the future.
Thanks in advance.
