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1. |
Linear Models
Annotations by Patrick Hasenstab
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Track #109140
Format: Resource list
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Helps find how it is possible to fit lines to some sets of data, called linear modeling. Also helps find the line that best fits with the data (regression).
Created by Mary Kemp and Kristen Marsh
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2. |
Absolute Value
Annotations by Patrick Hasenstab
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Track #109147
Format: Resource list
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Instructions and examples on how to use absoute value.
Created by: Amber Sapp and Carolyn Wenzel
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4. |
Conic Sections
Annotations by Patrick Hasenstab
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Track #109135
Format: Resource list
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Provides formulas, how to set up the formulas, and illustrations. Solves conic secton equations when you plug in the numbers.
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5. |
imaginary numbers
Annotations by Patrick Hasenstab
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Track #109136
Format: Resource list
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Explanation, description, and definition of imaginary numbers.
Created by: Mollie Dinstbier & Julie Stark.
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6. |
Vectors
Annotations by Patrick Hasenstab
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Track #109119
Format: Resource list
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Learn, not only what vectors are, but how to add and subtract them, among other useful facts. See things in 3D, interact with your computer, or just read a defination that makes it all make sense.
Created by: Michelle Alford
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7. |
Velocity
Annotations by Patrick Hasenstab
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Track #109112
Format: Resource list
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This Track has numerous websites which explain and illustrate different velocity graphs and examples.
Created By: Kristin Kenerley & Stacie Seidel
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8. |
Mean Value Theorem
Annotations by Patrick Hasenstab
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Track #109114
Format: Resource list
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The following links are designed in order to help achieve a better understanding of the Mean Value Theorem. They include numerous example problems with solutions and colorful, descriptive illustrations to clarify any misunderstandings of the theorem.
Created by: Michelle Huller and Sarah Yates
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9. |
conic sections
Annotations by Patrick Hasenstab
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Track #109159
Format: Resource list
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created by: Delia Fabrizio and Nicci Little.
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10. |
Derivatives of Logarithmic Functions
Annotations by Patrick Hasenstab
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Track #109178
Format: Resource list
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This Track, created by Taylor Eavenson and Jason Kash will help introduce and explain the derivative formulas and process by which to take derivatives of logarithmic functions. The following sites include several formulas, tutorials and practive problems involving derivatives of logarithms
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11. |
Limits and Continuity
Annotations by Patrick Hasenstab
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Track #109124
Format: Resource list
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Here is a list of resources and helpful links for the student who is studying about limits and continuity.
Created by Mike Kamp and Chris Greig
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12. |
Elementary Functions
Annotations by Patrick Hasenstab
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Track #109150
Format: Resource list
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How to graph the squaring function, cubic function, square root function, and absolute value function. Instructions on how to graph them using a TI-86 calculator.
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13. |
Newton's Law of Cooling
Annotations by Patrick Hasenstab
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Track #109176
Format: Resource list
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Various pages with definitions, example problems, and interactive graphs involving Newton's Law of Cooling. Created by Rick Jurcich and Kevin Green.
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14. |
The Chain Rule
Annotations by Patrick Hasenstab
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Track #109110
Format: Resource list
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This Track helps students understand and appreciate the chain rule.
Created by: Niki Boeving and Sara Hargrove
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15. |
Derivatives of Trigonometric Functions
Annotations by Patrick Hasenstab
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Track #109116
Format: Resource list
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To let students know what the trigonometric functions are and how they are used. How they are derived and also different flash problems to give great, great, great practice for those who are slow. By: Matthew Fricano and Lauran MiKlosey
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16. |
Polynomial Function
Annotations by Patrick Hasenstab
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Track #109152
Format: Resource list
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This Track gives the information about definition, graphs, and examples of polynomial function.
----created by Terry Park------
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17. |
Applications of Integrals
Annotations by Patrick Hasenstab
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Track #109169
Format: Resource list
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In this Track, students learn of many of the powerful applications solved using integrals. This Track was created by Chris Foltz and Dominic Walters.
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18. |
Population Growth Models
Annotations by Patrick Hasenstab
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Track #109172
Format: Resource list
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This track contains mutiple web sites that explain the basic growth models used in Calculus. Logistic and Exponential models are covered and various graphs and programs help the user calculate growth.
Created by: CJ Voss and Amy Krauch
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19. |
Parametric Equations
Annotations by Patrick Hasenstab
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Track #109173
Format: Resource list
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Several interactive and explanatory sites explaining the key concepts of parametric equations. Includes graphs, diagrams, and slides that help convey more easily important aspects of parametric equations.
By Mr. Benjamin Elliot Hurst & Patricia Illig
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20. |
Riemann Sums
Annotations by Patrick Hasenstab
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Track #109117
Format: Resource list
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This Track gives links to multiple sites to help students with understanding Riemann Sums. Many of these sites are interactive and yield many examples to help visually comprehend Riemann Sums.
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