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Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes

Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
Hypothesis Testing with One Sample - Statistics INBs and Scaffolded Notes
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Product Description
Are you having trouble getting your students to take effective notes during math lessons? Are you looking for quick activities that can be completed in a math journal or at the end of a lesson as a check for understanding? If so, these activities are for you.

These math journal and/or note-taking activities introduce students to hypothesis testing with one sample. They can be used for introduction of topics or to reflect/review what you have covered in class discussion. The problems listed in this activity packet build nicely on each other if introduced in the order that they appear. Our students enjoy filling them out and organizing them in their math journals so that they can refer back to them throughout the year. These activities are a great way to promote writing in math. Keys are included for reference.

Scaffolded Note Sheets with Sample Teacher Keys for the following:

Hypothesis Testing
Statistical Hypothesis
Stating the Null and Alternative Hypotheses
Types of Errors
Identifying Type I and Type II Errors
Test Statistics
P-Value of a Hypothesis Test
Identifying the Nature of a Hypothesis Test
Decision Rule Based on P-Value
Interpreting a Decision
Steps for a Hypothesis Test Using P-Values
Writing the Hypotheses
Interpreting a P-Value
Finding the P-Value for a Hypothesis Test
Using P-Values for a z-Test
Hypothesis Testing Using P-Values
Rejection Regions and Critical Values
Finding Critical Values in a Normal Distribution
Using Rejection Regions for a z-Test
Testing Mean with a Large Sample
Critical Values in a t-Distribution
Test for a Mean (Sample less than 30,Standard Deviation Unknown)
Testing a Mean with a Small Sample
Using P-Values with t-Tests
z-Test for a Proportion p
Hypothesis Test for a Proportion
Critical Values for X^2-Test
X^2-Test for a Variance or Standard Deviation
Using a Hypothesis Test for the Population Variance
Using a Hypothesis Test for the Standard Deviation

Plus 20 Interactive Notebook Activities!

Statistics Bundle

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Total Pages
45 pages
Answer Key
N/A
Teaching Duration
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