1) The amount of fill (weight of contents) put into a glass jar of spaghetti sauce is normally distributed with a population mean of 850 grams and a population standard deviation of 8 grams. State the mean and standard deviation (use correct notation) Answer__________________________________ a) If a jar is randomly selected find the probability (percent) that the fill is less than 862 grams? b) If a jar is randomly selected find the probability (percent) that the fill is more than 856 grams? c) If a jar is randomly selected find the probability (percent) that the fill is less than 831 grams? d) If a jar is randomly selected find the probability (percent) that the fill is between 845 grams and 861 ) If a jar is randomly selected find the probability (percent) that the fill is between 835 grams and 845? f) If a jar is randomly selected find the probability (percent) that the fill is between 856 grams and 861? g) If a jar is randomly selected find the probability (percent) that the fill is more than 861 grams or less than 845? h) If a jar is randomly selected find the probability (percent) that the fill is more than 845 grams and less than 861? i) If a jar is randomly selected find the probability (percent) that the fill is more than 861 grams and less than 845 j) If you only wanted to accept jars with fill from the top 20% what would the cutoff amount in grams? k) If you only wanted to accept jars with fill from the bottom 35% what would the cutoff amount in grams? l) If you only wanted to accept jars with fill from the middle 95% what would the cutoff amounts in grams?