A bottler carefully weighs bottles coming off its production line to check that the system is filling the bottles with the correct amount of beverage. By design, the system is set to slightly overfill the bottles to allow for random variation in the packaging. The content weight is designed to be 1 comma 2221,222 g with standard deviation 1111 g. Complete parts (a) and (b) below. Question content area bottom Part 1 (a) A proposed system shuts down the facility if the contents of a bottle weigh less than 1 comma 2001,200 g. What is the chance of a Type I error with this system? The chance of a Type I error is 0.02280.0228. (Round to four decimal places as needed.) Part 2 (b) Suppose the mean content level of bottles were to fall to 1 comma 2001,200 g. What is the chance that the proposed system will miss the drop in average level and commit a Type II error? The chance of a Type II error is enter your response here