Let A denote the event the item is of medium quality.
Let E1 denote the event that the machine is properly adjusted and E2 denote the event that the machine is improperly adjusted
Required probability = P(item is of medium quality)
Qul navigati mination 3 Not yet end Moned out of 5.00 Po question Fra ottimot Suppose...
Suppose that when a machine is adjusted properly, 91% of the items produced by it are of high quality and the others are of medium quality. Suppose, however, that the machine is improperly adjusted during 13% of the time and that under these conditions 14% of the items produced by it are of high quality and the remaining are of medium quality. If an item is selected at random and found to be of high quality, what is the probability...
Dashboard / My courses / PROBABILITY AND ENGINEERING STATISTICS-1194-mota / Chapter Question Hot yet owered Morked out of 500 Suppose that when a machine is adjusted properly, 87% of the items produced by it are of high quality and the others are of medium quality Suppose however, that the machine is improperly adjusted during 14% of the time and that under these conditions 13% of the items produced by it are of high quality and the remaining are of medium...
Suppose that when a machine is adjusted properly, 83% of the items produced by it are of high quality and the others are of medium quality. Suppose, however, that the machine is improperly adjusted during 17% of the time and that under these conditions 14% of the items produced by it are of high quality and the remaining are of medium quality. If an item is selected at random and found to be of high quality, what is the probability...
When a machine is adjusted properly, 60% of the items produced by it are of high quality and the other 40% are of medium quality. However, the machine is improperly adjusted, 25% of the items produced by it are of high quality and 75% are of medium quality. The machine is improperly adjusted 10% of the time. Suppose that 4 items produced by the machine at a certain time are randomly selected and inspected. If 3 of these iterms are...