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Intro Stats Lesson 1.3 B Objectives: SSBAT classify different ways to collect data. SSBAT distinguish between different sampling techniques. Standards:

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Presentation on theme: "Intro Stats Lesson 1.3 B Objectives: SSBAT classify different ways to collect data. SSBAT distinguish between different sampling techniques. Standards:"— Presentation transcript:

1 Intro Stats Lesson 1.3 B Objectives: SSBAT classify different ways to collect data. SSBAT distinguish between different sampling techniques. Standards: S2.5B

2 Census  A count or measure of an ENTIRE population  This provides complete information but is often costly and difficult to perform

3 Sampling  A count or measure of a PART of a population  More commonly used  The researcher must make sure that the sample used is unbiased – it has to be representative of the entire population. Sampling Error  The difference between the results of a sample and those of the entire population.

4 Biased Sample  A sample in which one or more of the parts of the population are favored over the others.

5 With Replacement  The same person from the population can be picked more than once  They are put back into the mix after they are picked. Without Replacement  Each person can only be picked once  They are not put back into the mix after they are picked

6 Sampling Techniques 1.Random Sample 2.Simple Random Sample 3.Stratified Sample 4.Cluster Sample 5.Systematic Sample 6.Convenience Sample

7 1.Random Sample  Every member of the population has an equal chance of being selected for the experiment.

8 2. Simple Random Sample  A sample in which every possible sample of the same size has the same chance of being selected.  Use a random number table or generator Example: There are 345 students enrolled in a statistics course. Their teacher wants to form a sample of 8 students to answer questions to a survey. Select the students who will belong to the simple random sample.  Show how to do in Graphing Calculator

9 3. Stratified Sample  Used when it is important to have members from each subset of the population  Subsets are called Strata  1 ST : Members of the population are divided into 2 or more subsets (strata) that share a similar characteristic (age, gender, income, etc)  2 ND : A sample is then randomly selected from each of the subsets Example: Collecting information from the households in a given region. It would be important to have members from each Socioeconomic level  Low Income, Middle Income, and High Income

10 4.Cluster Sample  Use when the population falls into naturally occurring subgroups, each having similar characteristics  The subgroups are called Clusters  To collect a cluster sample, select all of the members in 1 or more of the clusters (don’t choose all of the clusters) Example: If Pennsylvania was the population, the clusters could be each County

11 5. Systematic Sample  First: Every member of the population is assigned a number  Second: All the members are ordered in some way  Third: A starting number is assigned and then the sample is selected at regular intervals (Every 3 rd person, Every 5 th person, etc)

12 6.Convenience Sample  Consists only of available members of the population  Includes members that are easily accessed  Often leads to Biased results therefore it’s not recommended to use Example: The first 25 people in line for a concert The top 20 apples in a crate.

13 Pass out Graphic Organizer 1.3 B

14 Examples: Select the Sampling Technique that should be used for each. 1.You assign each student a number and generate random numbers. You then question each student whose number is randomly selected.  Simple Random Sample

15 2.You select a class at random and question each student in that class.  Cluster Sample (each class is a naturally occurring subgroup or cluster)

16 3. You divide the student population into groups according to their majors first and then randomly select some students from each major.  Stratified Sample (the population is divided into subsets first)

17 4. You assign each student in your grade a number and, after choosing a starting number, you question every 10 th student.  Systematic Sample

18 5.A store manager is checking merchandise as it comes in to assess the quality of the shipment. He checks the top 12 items in each box.  Convenience Sample

19 Voluntary Response Sample  Involves only those who want to participate

20 Homework Page 25 – 27 #2, 5, 7, 9, 17 – 23, 29, 30


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