1. Have a record of the total number of hours of nights sleep you had, starting April 12-16, 2021. Fromthe time you sleep to the time you woke up.DaysTime SleptTime Woke UpNumber of Hours of Sleep8.5 hoursExample:Monday10:30 PM7:00 AM7 hours5 houes5,5 hoursy hours6 hours10:30PM5:30 AMTuesdayWednesdayThursdayFriday12:20AM5:20 AM12:00 AM5:30 AM11:00 PM6:00 AM12:00 A M6:00 AM2. Based on the data above, construct a sampling distribution. Then find the mean, variance, andstandard deviation. Use the spaces provided below & at the back to show your complete solutions.(X)² • P(X)Number of Hoursof SleepProbability P(X)X • P(X)Е(X) or u 3E [x²• P(X)]

Probability quantifies the chances of happening an event. The probability values always lie in the…

1. Have a record of the total number of hours of nights sleep you had, starting April 12-16, 2021. From the time you sleep to the time you woke up. 喜 Time Slept Number of Hours of Sleep Days Example: Monday Tuesday Wednesday Thursday Friday Time Woke Up 10:30 PM 7:00 AM 8.5 hours 10:30PM 5:30 AM 7 haurs 12:20AM 5:20 AM 5hours 5:30 AM 6:00 AM 6:00 AM 5,5 hours Y hours 6 hours 12:00 AM 11:00 PM 12:00 AM 2. Based on the data above, construct a sampling distribution. Then find the mean, variance, and standard deviation. Use the spaces provided below & at the back to show your complete solutions. Number of Hours Probability P(X) X • P(X) (X)² • P(X) of Sleep Е(X) or u %3D E [x?• P(X)] :

1. Have a record of the total number of hours of nights sleep you had, starting April 12-16, 2021. From the time you sleep to the time you woke up. 喜 Time Slept Number of Hours of Sleep Days Example: Monday Tuesday Wednesday Thursday Friday Time Woke Up 10:30 PM 7:00 AM 8.5 hours 10:30PM 5:30 AM 7 haurs 12:20AM 5:20 AM 5hours 5:30 AM 6:00 AM 6:00 AM 5,5 hours Y hours 6 hours 12:00 AM 11:00 PM 12:00 AM 2. Based on the data above, construct a sampling distribution. Then find the mean, variance, and standard deviation. Use the spaces provided below & at the back to show your complete solutions. Number of Hours Probability P(X) X • P(X) (X)² • P(X) of Sleep Е(X) or u %3D E [x?• P(X)] :

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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