Question: Done 9 myopenmath.com AA Lab 12 Normal Distribution || Score: 0/12 0/12 answered Progress saved Done g {5' 0 Question 10 v EON pt 03






Done 9 myopenmath.com AA Lab 12 Normal Distribution || Score: 0/12 0/12 answered Progress saved Done g {5' 0 Question 10 v EON pt 03 S 3 G) Details The weights of the sh in a certain lake are normally distributed with a mean of 27 pounds and a standard deviation of 5 pounds. Researchers randomly select 12 fishes. There is a 23% probability that the mean weight of the selected fish is less than what value? If there are two answers, list both answers separated by a comma. Submit Question Done 9 myopenmath.com AA Lab 12 Normal Distribution II Score: 0/12 0/12 answered Progresssaved Done (3! 15' E 0 Question 11 v 0/1 pt 9 3 3 0 Details The number of chocolate chips in a bag of Chips Ahoy chocolate chip cookies is approximately normal with mean 1260 chips and a standard deviation of 193 chips. What is the probability that the mean number of chocolate chips of 33 randomly selected bags is between 1200 and 1300? If there are two answers, list both answers separated by a comma. Submit Question Ede/1 pt '03 8 3 @Details .0. Based on data obtained form AC Nielsen, the mean number of televisions in a household in the US. is 2.25 with a standard deviation of 'l .37. What percentage of US. households have more than 2 televisions? If there are two answers, list both answers separated by a comma. Submit Question 5:52 Done myopenmath.com AA C Lab 12 Normal Distribution II Score: 0/12 0/12 answered Progress saved Done . Question 7 0/1 pt 9 3 3 0 Details A pediatrician obtains the heights of her three-year- old female patients. The heights are approximately normal with mean 37.67 inches and standard deviation 3.76 inches. The middle 83% of three-year- old female patients have heights between what two values? If there are two answers, list both answers separated by a comma. Submit Question 0/1 pt 9 3 3 0 Details Scores on the SAT college entrance exam are normally distributed with a mean of 1093 and a standard deviation of 202. There is a 28% probability that the mean of 30 randomly chosen scores is greater than what value? If there are two answers, list both answers separated by a comma. Submit Question
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