SSAC General Collection Modules

Following are short descriptions of the available modules. To access any of them, select from the list and you will connect to cover material including learning goals, context of use, and other information. Within the cover material (under "Teaching Materials") there is a link by which you can download the student version of the module. You can also request an instructor's version by clicking on the "request" link under Teaching Materials.

There are a couple of ways of searching for modules. The box below left provides a full-text search of the cover material about the module, so you can search by author, subject, or keyword. The controlled vocabularies below right allow targeted searches by three different dimensions (click on the links to see the full, hierarchical vocabularies): Math content (Quantitative Concept) (Microsoft Word 41kB Jun17 10), Context (Subject) (Microsoft Word 29kB Jul13 07), and Excel Skill (Microsoft Word 32kB Jul13 07).


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Results 41 - 50 of 55 matches

Archimedes and Pi part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets across the Curriculum Activity. Student build spreadsheets that allow them to estimate pi using the same iterative process as Archimedes.

Quantitative Concepts: Creating and manipulating tabular data, Geometry; Trigonometry :Other plane figures, Basic arithmetic; Number sense:Estimation, Number operations:Number operations: addition, subtraction, multiplication, division, Basic arithmetic; Number sense:Ratio and proportion; percentage; interpolation, Algebra; Modeling; Functions:Modeling:Forward modeling, Geometry; Trigonometry :Circles (including radians and pi), Calculus; Numerical methods:Iteration, Geometry; Trigonometry :Triangles and trigonometric ratios
Subject: Social science:History, Mathematics, statistics and computers:Mathematics
Excel Skills: Basic Arithmetic:Simple Formulas, Basic Arithmetic, Logic Functions, :IF

Introducing Endangered Birds to Ulva, NZ -- Modeling exponential and logistic growth of the yellowhead population part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students build spreadsheets to model the growth in population of a species of birds introduced to an isolated island in New Zealand.

Quantitative Concepts: Measurement; Data presentation and analysis; Probability:Visual display of data :Reading graphs, XY scatter plots, Creating and manipulating tabular data, Algebra; Modeling; Functions:Nonlinear functions of a single variable:Exponential function, Basic arithmetic; Number sense:Rates:Rates of Change, Algebra; Modeling; Functions:Nonlinear functions of a single variable:Exponential (geometric) growth:Logistic function, Algebra; Modeling; Functions:Modeling:Forward modeling, Calculus; Numerical methods:Finding maximum/minimum, Differential equations including difference equations
Subject: Natural science:Biology
Excel Skills: Graphs and Charts:XY Scatterplot:One Plot, Basic Arithmetic:Nested Formulas, Simple Formulas

Dirty Jobs vs. Clean Jobs part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students use spreadsheets to help find the difference in percentages of salaries between dirty and clean jobs.

Quantitative Concepts: Measurement; Data presentation and analysis; Probability:Visual display of data :Bar graphs; column graphs; stacked bar graphs, Creating and manipulating tabular data, Basic arithmetic; Number sense:Average; weighted average, Ratio and proportion; percentage; interpolation, Rates, Comparisons; percent difference, change, increase, Measurement; Data presentation and analysis; Probability:Gathering data
Subject: Mathematics, statistics and computers:Statistics
Excel Skills: Basic Arithmetic:Percent (format), Arithmetic Functions, Graphs and Charts:Bar Graph

Investing for Retirement part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students use the Compound Interest Equation and an annuity equation to calculate the growth of investments over time.

Quantitative Concepts: Measurement; Data presentation and analysis; Probability:Creating equations; text-to-math translation, Basic arithmetic; Number sense:Ratio and proportion; percentage; interpolation, Measurement; Data presentation and analysis; Probability:Visual display of data :XY scatter plots, Algebra; Modeling; Functions:Manipulating equations, Basic arithmetic; Number sense:Estimation, Rates:Rates of Change, Algebra; Modeling; Functions:Nonlinear functions of a single variable:Exponential (geometric) growth, Power function, Creating and manipulating tabular data, Algebra; Modeling; Functions:Modeling:Forward modeling
Subject: Business, economics and finance :Finance, Mathematics, statistics and computers:Statistics
Excel Skills: Graphs and Charts:XY Scatterplot, Basic Arithmetic:Percent (format)

How Diverse Are We? -- Comparing Racial Composition of NYC and USA, 1980-2000 part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students analyze the percentage of change in the diversity of the US compared to New York City over 20 years.

Quantitative Concepts: Basic arithmetic; Number sense:Ratio and proportion; percentage; interpolation, Measurement; Data presentation and analysis; Probability:Visual display of data :Line graphs, Basic arithmetic; Number sense:Estimation, Comparisons; percent difference, change, increase, Creating and manipulating tabular data, Measurement; Data presentation and analysis; Probability:Visual display of data :Bar graphs; column graphs; stacked bar graphs, Reading graphs
Subject: Humanities, Mathematics, statistics and computers:Statistics
Excel Skills: Graphs and Charts, Basic Arithmetic, Graphs and Charts:Bar Graph, Line Graph, Bar Graph:Stacked, Basic Arithmetic:Simple Formulas, Percent (format)

How Large is a Ton of Rock? -- Thinking about Rock Density part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students build spreadsheets to calculate the edge length of cubes and diameter of spheres of various rocks starting with their mineralogic composition.

Quantitative Concepts: Geometry; Trigonometry :Spheres, Algebra; Modeling; Functions, Geometry; Trigonometry :Cubes and rectangular solids, Algebra; Modeling; Functions:Modeling:Inverse problem, Geometry; Trigonometry , Algebra; Modeling; Functions:Modeling:Forward modeling, Basic arithmetic; Number sense:Number operations:Number operations: addition, subtraction, multiplication, division, Basic arithmetic; Number sense:Average; weighted average, Unit conversions, Algebra; Modeling; Functions:Manipulating equations, Basic arithmetic; Number sense:Units and Dimensions:Unit Conversions, Basic arithmetic; Number sense, :Units and Dimensions, Ratio and proportion; percentage; interpolation
Subject: Natural science:Earth science
Excel Skills: Angles and Trig Functions, Basic Arithmetic:Nested Formulas, Angles and Trig Functions:PI, Basic Arithmetic:Simple Formulas, Basic Arithmetic, :Arithmetic Functions, Arithmetic Functions:SUMPRODUCT

Radioactive Decay and Popping Popcorn -- Understanding the Rate Law part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students build spreadsheets to forward model an example of exponential decay and interpret the meaning of the decay constant.

Quantitative Concepts: Measurement; Data presentation and analysis; Probability:Descriptive statistics; trend lines :Line- and curve-fitting, Goodness of fit (R2), Basic arithmetic; Number sense:Ratio and proportion; percentage; interpolation, Rates:Rates of Change, Measurement; Data presentation and analysis; Probability:Probability, Visual display of data :Logarithmic scale, Algebra; Modeling; Functions:Modeling:Forward modeling, Algebra; Modeling; Functions:Nonlinear functions of a single variable:Exponential decay, Measurement; Data presentation and analysis; Probability:Visual display of data :XY scatter plots, Basic arithmetic; Number sense:Units and Dimensions:Dimensions, Creating and manipulating tabular data, Calculus; Numerical methods:Differential equations including difference equations, Algebra; Modeling; Functions:Nonlinear functions of a single variable:Exponential function
Subject: Natural science:Physics, Chemistry
Excel Skills: Basic Arithmetic:Nested Formulas, Graphs and Charts:XY Scatterplot:One Plot, Trendlines, Basic Arithmetic:Simple Formulas

How Large is the Great Pyramid of Giza? -- Would it make a wall that would enclose France? part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students calculate the volume of the Great Pyramid and, following Napoleon, estimate whether its volume is large enough to make a wall around France.

Quantitative Concepts: Geometry; Trigonometry :Other solid figures, Measurement; Data presentation and analysis; Probability:Creating equations; text-to-math translation, Geometry; Trigonometry :Cubes and rectangular solids, Basic arithmetic; Number sense:Estimation, Significant figures, Logarithms; orders of magnitude; scientific notation, Units and Dimensions:Unit Conversions, Geometry; Trigonometry :Squares and rectangles
Subject: Mathematics, statistics and computers:Mathematics, Social science:History
Excel Skills: Basic Arithmetic:Nested Formulas, Simple Formulas

A Look at High School Dropout Rates: Average Rates of Change and Trend Lines part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students build a spreadsheet to calculate an average rate of change and compare it to the slope of the trend line on a scatter plot of a real-world data set

Quantitative Concepts: Basic arithmetic; Number sense:Average; weighted average, Ratio and proportion; percentage; interpolation, Measurement; Data presentation and analysis; Probability:Descriptive statistics; trend lines :Line- and curve-fitting, Basic arithmetic; Number sense:Units and Dimensions, Algebra; Modeling; Functions:Functions: general:Concept of function, Algebra; Modeling; Functions:Straight lines and linear functions:Slope, intercept; linear trends, Measurement; Data presentation and analysis; Probability:Visual display of data :XY scatter plots, Basic arithmetic; Number sense:Rates:Rates of Change
Subject: Mathematics, statistics and computers, Education
Excel Skills: Basic Arithmetic:Arithmetic Functions:SUMPRODUCT, Basic Arithmetic:Nested Formulas, Simple Formulas, Graphs and Charts:XY Scatterplot:Trendlines, One Plot

From Isotopes to Temperature: Working With A Temperature Equation part of Spreadsheets Across the Curriculum:General Collection:Examples
Spreadsheets Across the Curriculum module. Students build a spreadsheet to examine from a dataset the relation between oxygen isotopes in corals and the temperature of surrounding seawater.

Quantitative Concepts: Measurement; Data presentation and analysis; Probability:Descriptive statistics; trend lines :Line- and curve-fitting, Goodness of fit (R2), Standard deviation; variance; range, Creating and manipulating tabular data, Algebra; Modeling; Functions:Straight lines and linear functions:Slope, intercept; linear trends, Algebra; Modeling; Functions:Manipulating equations, Measurement; Data presentation and analysis; Probability:Visual display of data :Line graphs, Basic arithmetic; Number sense:Average; weighted average, Measurement; Data presentation and analysis; Probability:Visual display of data :XY scatter plots, Bar graphs; column graphs; stacked bar graphs, Basic arithmetic; Number sense:Ratio and proportion; percentage; interpolation, Comparisons; percent difference, change, increase
Subject: Natural science:Earth science, Biology, Chemistry
Excel Skills: Graphs and Charts:Line Graph, Statistical Functions:One array:MAX, MIN, etc, Logic Functions:COUNTIF, Graphs and Charts:XY Scatterplot:Trendlines, Graphs and Charts:Bar Graph, Statistical Functions:One array:STDEV, STDEVP, etc, AVERAGE, Basic Arithmetic:Simple Formulas, Nested Formulas