Map Your Way To Better Thinking
Camille Pace Associate Professor of Math, Division Chair Jayme Wheeler Assistant Professor of Math, Division Chair
Map Your Way To Better Thinking Camille Pace Associate Professor - - PowerPoint PPT Presentation
Map Your Way To Better Thinking Camille Pace Associate Professor of Math, Division Chair Jayme Wheeler Assistant Professor of Math, Division Chair Purpose and Intent Focus on note taking and flow charts/process maps for course design.
Camille Pace Associate Professor of Math, Division Chair Jayme Wheeler Assistant Professor of Math, Division Chair
they can be used as a reference.
consistent and organized work.
Approach to Designing College Courses" by Dee Fink.
a logical way
focus
to notes
lecture does not follow a relatively clear structure
later
“best”, most popular, structured,
MAIN TOPIC: HYPOTHESIS TESTING
systematically
concepts
ahead of time
summarization
Great for review, unique page layout, ideal for all types of lecture or meetings
HYPOTHESIS TESTING
Key Words
Goodness of Fit
Questions
square goodness
different formulas for degrees of freedom?
Quantitative Data –One Mean z-Test –used when 𝜏 is known, based on 𝑂 𝜈, 𝜏 t-Test—used when 𝜏 is not known, based
Qualitative Data – Proportion Chi-square Goodness of Fit ---used with qualitative data, based on Chi-square goodness of fit distribution, df = k - 1 SUMMARY: Hypothesis Testing is an important statistical analysis tool. There are different tests based on different
data and parameter.
A concept map is a visual organization and representation of knowledge.
in shapes such as circles, boxes, triangles, etc.) and then drawing arrows between the ideas that are related.
concepts are related.
Central Limit Theorem*
A sample size is given Normal and InvNorm (Lesson 14) Standard deviation changes to σ/√𝑜
less than, greater than, between for normalcdf.
percentile for the InvNorm question. A sample size is not given Normal and InvNorm (Lesson 13) Standard deviation does not change!
less than, greater than, between for normalcdf.
percentile for the InvNorm question Proportions are used to create the standard deviation (use 5 places after decimal) and a sample size is given Normal and InvNorm for proportions (Lesson 15) Test (n) * (p) ≥ 10 and (n) * (1 – (p)) ≥ 10 If true statements, the standard deviation is
/∗(23/) 5
than, between for normalcdf. *Always check for the assumptions for each case.
topic/unit
https://ctl.byu.edu/tip/concept-mapping https://learningcenter.unc.edu/tips-and-tools/using-concept-maps/ https://er.educause.edu/articles/2018/3/using-process-mapping-to- redesign-the-student-experience
Camille Pace cpace@highlands.edu Jayme Wheeler jwheeler@highlands.edu