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Ryne Foster
Registrace 25. 06. 2011
Texas TEKS Math Tutorials
A.12B - Evaluate Piecewise-Defined Functions
When given limits to a function (specifically for the domain) how do you go about finding valid outputs?
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Video
A.12B - Evaluate Exponential Functions
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Evaluating exponential functions when given x values.
A.12B - Complete Function Tables from an EQ
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Using a function to generate values is a very basic skill needed to create coordinates for graphing.
A.12B - Evaluate a Function
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Use your input to generate an output by evaluating a function using substitution!
A.12A - Identify Functions with Vertical Line Test
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Use the vertical line test to determine if something is a function!
A.12A - Identify Functions
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Knowing each x-value must have its own unique y-value for the given coordinates to be a function.
A.2A - Domain & Range of Graphs
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How do you go about extracting information from graphs to determine Domain and Range?
A.4B - Correlation and Causation
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The relationship between two things does not necessarily mean it creates direct changes to another. Correlation can exist without Causation. We must look for when they both are true!
A.2A - Domain & Range of Relations
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Brief overview of how Domains & Ranges are tied to input/output and x/y.
A.5B - Advanced InEQs
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Same as multi-step equations, but now with inequalities. If you multiply or divide by a negative don't forget to flip the sign!
A.12E - Rearranging EQs
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Use your algebra skills to work inverse operations with only variables! This is how you learn to solve for missing variables in useful equations / formulas!
A.12E - Solving for y
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Moving from one form to another is a critical skill. Solve for y and begin to utilize all of the skills you've learned so far in rearranging and solving equations!
A.5B - 2 Step InEQs
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Almost exactly the same thing as 2-Step EQs. Remember: Flip the inequality if multiplying or dividing by a negative!
A.5B - 1 Step InEQs - Adding & Subtracting
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Replicate the inverse operations approach from 1-step EQs!
A.5B - 1 Step InEQs - Multi & Div
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A lot of similarities between 1-Step EQs and 1-Step InEQs. The key take away for multiplying and dividing InEQs is to flip the inequality if multiplying or dividing by a negative!
Transformations - Dilations (Enlargement/Reduction)
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Transformations - Dilations (Enlargement/Reduction)
Transformations - Translations (Slide)
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Transformations - Translations (Slide)