Question 1 we have discussed the variety of sampling techniques. Using the videos included in the lesson or other resources, define the following common techniques. Drag the boxes to match the answers a sample in which the members from the population who are randomly available or tonvenien' are selected to participate in the survey Simple Random Sample = a sample in which the population is divided into groups, then all of the members in one or more (but not all) of Random Sample the groups are selected a sample in which a population is divided into a number of subgroups, then some members (but not all) are randomly selected from each group Strauified Random Sample a sample in which each member of the population has an equal probability of being chosen Cluster Sample a sample in which each sample of a particular size n is selected such that every possible sample size n has the same probability of being chosen. Systematic Sample a sample in which the population is ordered in some way and every neh member is chosen to participate in the survey Convenience Sample ? II II II II

Question 1 we have discussed the variety of sampling techniques. Using the videos included in the lesson or other resources, define the following common techniques. Drag the boxes to match the answers a sample in which the members from the population who are randomly available or tonvenien' are selected to participate in the survey Simple Random Sample = a sample in which the population is divided into groups, then all of the members in one or more (but not all) of Random Sample the groups are selected a sample in which a population is divided into a number of subgroups, then some members (but not all) are randomly selected from each group Strauified Random Sample a sample in which each member of the population has an equal probability of being chosen Cluster Sample a sample in which each sample of a particular size n is selected such that every possible sample size n has the same probability of being chosen. Systematic Sample a sample in which the population is ordered in some way and every neh member is chosen to participate in the survey Convenience Sample ? II II II II

Name: Question 1we have discussed the variety of sampling techniques. Using
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Description: Question 1we have discussed the variety of sampling techniques. Using the videos included in the lesson or other resources, define the following commontechniques.Drag the boxes to match the answersa sample in which the members from thepopulation who

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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A community college employs 8787 full-time faculty members. To gain the faculty's opinions about an upcoming building project, the college president wishes to obtain a simple random sample that will consist of 99 faculty members. He numbers the faculty from 1 to 8787. Complete parts (a) and (b) below. LOADING... Click the icon to view the random number table. Question content area bottom Part 1 (a) Using the provided random number table, the president closes his eyes and drops his ink pen on the table. It points to the digit in row 3, column 6. Using this position as the starting point and proceeding downward, determine the numbers for the 99 faculty members who will be included in the sample. The numbers for the faculty members are enter your response here.
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You want to do a survey of members of the baseball team at Georgetown College to see how they feel about academic life at GC. You want to ensure that you take a simple random sample. There are several sampling strategies that you have in mind. Which one of the following strategies is a simple random sample of size 12? Group of answer choices ( ) You obtain a list of all GC baseball players. You then write the name of each player on a slip of paper and put the papers in a hat. You thoroughly shuffle the names and then select 12 slips of paper from the hat without replacement. ( ) You obtain a list of all GC baseball players and you select one of the first 5 names at random. Then, you select every fifth name on the list after that until you have 12 people selected. ( ) You obtain an alphabetically-ordered list of all GC baseball players and pick the first 12 names on the list. ( )You find out that there are 20 JV players and 40 Varsity players on the baseball…
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Instructions Find a partner and play 20 games of rock, paper, scissors. For each trial of this experiment, record two sample points: (1) the two objects thrown and (2) the winner. Answer the questions. Observation 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 Objects: Sample Point Winner: Sample Point Object Questions Winner 1 What is the sample space for the objects? 2 What is the sample space for the Winner? 3 What is the size of the sample space for objects? 3 In the Object and Winner Columns, convert the two sample point variables into random variables. 4 Using the relative frequency method, show what the f(x) is for each random variables. 5 For Object, create a bar graph the demonstrates the Empirical Discrete Distribution. Possible Outcomes: Object f(x) Possible Outcomes: Winner f(x)