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SWAT It!. Rational Functions. Asymptote. Vertical Asymptote. Rational Function. Denominator. Root. Horizontal Asymptote. Factor. Removable Discontinuity. Equivalent Rational Function. Graph Round. Instructions. - PowerPoint PPT Presentation
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SWAT It!Rational Functions
A line that is tangent to the
curve.
An input where the function is
undefined.
An input where the output is
zero.
Line at an input where the
numerator is not zero but the
denominator is.
An output where the
input is zero.
A ratio of polynomials.
A ratio of polynomials
with no common factors.
An input where an output can be defined to make the graph locally
continuous.
The polynomial being divided.
The polynomial divisor of another
polynomial.
When two rational functions
have the same graph except for
removable discontinuities.
A polynomial with rational coefficients.
A polynomial that can divide
another polynomial.
An asymptote that describes
constant behavior at
extreme input values.
A line that approximates
the behavior of the graph.
Asymptote
A line that is tangent to the
curve.
An input where the function is
undefined.
An input where the output is
zero.
Line at an input where the
numerator is not zero but the
denominator is.
An output where the
input is zero.
A ratio of polynomials.
A ratio of polynomials
with no common factors.
An input where an output can be defined to make the graph locally
continuous.
The polynomial being divided.
The polynomial divisor of another
polynomial.
When two rational functions
have the same graph except for
removable discontinuities.
A polynomial with rational coefficients.
A polynomial that can divide
another polynomial.
An asymptote that describes
constant behavior at
extreme input values.
A line that approximates
the behavior of the graph.
Vertical Asymptote
A line that is tangent to the
curve.
An input where the function is
undefined.
An input where the output is
zero.
Line at an input where the
numerator is not zero but the
denominator is.
An output where the
input is zero.
A ratio of polynomials.
A ratio of polynomials
with no common factors.
An input where an output can be defined to make the graph locally
continuous.
The polynomial being divided.
The polynomial divisor of another
polynomial.
When two rational functions
have the same graph except for
removable discontinuities.
A polynomial with rational coefficients.
A polynomial that can divide
another polynomial.
An asymptote that describes
constant behavior at
extreme input values.
A line that approximates
the behavior of the graph.
Rational Function
When two rational functions
have the same graph except for
removable discontinuities.
A polynomial with rational coefficients.
A polynomial that can divide
another polynomial.
An asymptote that describes
constant behavior at
extreme input values.
A line that approximates
the behavior of the graph.
A ratio of polynomials.
A ratio of polynomials
with no common factors.
An input where an output can be defined to make the graph locally
continuous.
The polynomial being divided.
The polynomial divisor of another
polynomial.
A line that is tangent to the
curve.
An input where the function is
undefined.
An input where the output is
zero.
Line at an input where the
numerator is not zero but the
denominator is.
An output where the
input is zero.
Denominator
When two rational functions
have the same graph except for
removable discontinuities.
A polynomial with rational coefficients.
A polynomial that can divide
another polynomial.
An asymptote that describes
constant behavior at
extreme input values.
A line that approximates
the behavior of the graph.
A ratio of polynomials.
A ratio of polynomials
with no common factors.
An input where an output can be defined to make the graph locally
continuous.
The polynomial being divided.
The polynomial divisor of another
polynomial.
A line that is tangent to the
curve.
An input where the function is
undefined.
An input where the output is
zero.
Line at an input where the
numerator is not zero but the
denominator is.
An output where the
input is zero.
Root
An output where the
input is zero.
Line at an input where the
numerator is not zero but the
denominator is.
An input where the output is
zero.
An input where the function is
undefined.
A line that is tangent to the
curve.
A line that approximates
the behavior of the graph.
An asymptote that describes
constant behavior at
extreme input values.
A polynomial that can divide
another polynomial.
A polynomial with rational coefficients.
When two rational functions
have the same graph except for
removable discontinuities.
The polynomial divisor of another
polynomial.
The polynomial being divided.
An input where an output can be defined to make the graph locally
continuous.
A ratio of polynomials
with no common factors.
A ratio of polynomials.
Horizontal Asymptote
An output where the
input is zero.
Line at an input where the
numerator is not zero but the
denominator is.
An input where the output is
zero.
An input where the function is
undefined.
A line that is tangent to the
curve.
A line that approximates
the behavior of the graph.
An asymptote that describes
constant behavior at
extreme input values.
A polynomial that can divide
another polynomial.
A polynomial with rational coefficients.
When two rational functions
have the same graph except for
removable discontinuities.
The polynomial divisor of another
polynomial.
The polynomial being divided.
An input where an output can be defined to make the graph locally
continuous.
A ratio of polynomials
with no common factors.
A ratio of polynomials.
Factor
An output where the
input is zero.
Line at an input where the
numerator is not zero but the
denominator is.
An input where the output is
zero.
An input where the function is
undefined.
A line that is tangent to the
curve.
A line that approximates
the behavior of the graph.
An asymptote that describes
constant behavior at
extreme input values.
A polynomial that can divide
another polynomial.
A polynomial with rational coefficients.
When two rational functions
have the same graph except for
removable discontinuities.
The polynomial divisor of another
polynomial.
The polynomial being divided.
An input where an output can be defined to make the graph locally
continuous.
A ratio of polynomials
with no common factors.
A ratio of polynomials.
Removable Discontinuity
An output where the
input is zero.
Line at an input where the
numerator is not zero but the
denominator is.
An input where the output is
zero.
An input where the function is
undefined.
A line that is tangent to the
curve.
A line that approximates
the behavior of the graph.
An asymptote that describes
constant behavior at
extreme input values.
A polynomial that can divide
another polynomial.
A polynomial with rational coefficients.
When two rational functions
have the same graph except for
removable discontinuities.
The polynomial divisor of another
polynomial.
The polynomial being divided.
An input where an output can be defined to make the graph locally
continuous.
A ratio of polynomials
with no common factors.
A ratio of polynomials.
Equivalent Rational Function
Graph Round
Instructions• This game is explained in depth on @jreulbach’s blog at
http://ispeakmath.wordpress.com/• You will make one slide for EACH item that you want to review.• The YELLOW box indicates the square with the answer. Move
it to the correct place for each slide.• I type in all 15 definitions or answers.• Then, I duplicate the slide for EACH new question.• I “mix-up” the definitions every 5 slides to keep them guessing.
I do this by moving the entire row three to the row one spot.• I added the graphs by capturing images from Wolfram|Alpha –
John Golden, mathhombre.blogspot.com• Photo: Flickr – Tattooed Hippie, Melissa Eder
