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Presented by Lynette Hudiburgh Lecturer & STA 261 Course Coordinator, Department of Statistics A Pocketful of Inference Procedures.

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Presentation on theme: "Presented by Lynette Hudiburgh Lecturer & STA 261 Course Coordinator, Department of Statistics A Pocketful of Inference Procedures."— Presentation transcript:

1 Presented by Lynette Hudiburgh Lecturer & STA 261 Course Coordinator, Department of Statistics A Pocketful of Inference Procedures

2 Steps Involved 1.Create a Foldable TM (Zike, 2002)  a graphic organizer 2. Compile the information  Inference procedures with purpose, assumptions, formulae, etc… 3. Personalize  Students use own words 4. Use Image retrieved from http://galleryhip.com/running-stairs-clipart.html

3 Creating the Foldable TM 1.Start with a “hot dog” fold but leave ½ inch overlap Image retrieved from https://blogs.edutech.nodak.edu/badlandsreadingcouncil/files/2012/03/math-foldables.pdf

4 Creating the Foldable TM 1.Start with a “hot dog” fold but leave ½ inch overlap 2.Fold the paper into tenths Fold so that 1/3 is exposed and 2/3 are covered Fold the 2/3 section in half Fold the 1/3 section backward Fold the paper in half again The paper will be divided into tenths when opened Images retrieved from https://blogs.edutech.nodak.edu/badlandsreadingcouncil/files/2012/03/math-foldables.pdf

5 Creating the Foldable TM 1.Start with a “hot dog” fold but leave ½ inch overlap 2.Fold the paper into tenths 3.Cut along the folds (“tenths”) to the main (first) fold on the short side Creates ten tabs Image retrieved from https://blogs.edutech.nodak.edu/badlandsreadingcouncil/files/2012/03/math-foldables.pdf

6 Creating the Foldable TM 1.Start with a “hot dog” fold but leave ½ inch overlap 2.Fold the paper into tenths 3.Cut along the “tenths” to the main (first) fold on the short side 4.Fold over the ½ inch overlap It should look like a matchbook Flap holds in all the tabs Image retrieved from https://blogs.edutech.nodak.edu/badlandsreadingcouncil/files/2012/03/math-foldables.pdf

7 Compiling the Information 1-proportion z-test & C.I. 1-mean t-test & C.I. 2-proportions z-test & C.I. 2-sample t-test & C.I. Paired t-test & C.I. One-way ANOVA X 2 GOF test X 2 Homogeneity test X 2 Independence test Linear regression t-test & C.I. Front Back Inside

8 Personalizing Your Foldable TM Front: Name of test Purpose Inside (on left-hand side) Assumptions Sample hypotheses Inside (on right-hand side) Test statistic equation TI-calculator instructions Back Corresponding C.I. formula Front Back Inside

9 Using Your Foldable TM Fold it up and put it in your pocket Carry it anywhere Study on the go Portable flash card system Alternative method: use a sheet of notebook paper Fold paper in half (hot dog fold) On one side, cut every third line

10 References Zike, D. (2002). Teaching Mathematics with Foldables. Glencoe/McGraw-Hill: NY Pdfs available at: http://glencoe.com/sites/common_assets/mathemati cs/0078916399/worksheets/fold.pdf https://blogs.edutech.nodak.edu/badlandsreadingco uncil/files/2012/03/math-foldables.pdf Image retrieved from http://www.amazon.com/Dinah-Zikes-Teaching-Mathematics- Foldables/dp/007830413X/ref=pd_sim_14_5?ie=UTF8&refRID=05S28FC2MFGH7XTJFZR2


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