The production line in the dairy stops for every 1 in a 100 cartons as the cartons cannot hold the amount of milk the machine is trying to put in them [closed]
Solution 1:
This problem is a bit ambiguous, but I think you should assume a normal distribution with a mean of 1 liter and a standard deviation of 25 ml. Then look for an upper value of the normal distribution with these parameters (1L, 25 ml) at the 1% probability level (1 in 100). That's your volume, I think...