Rational Functions | Baamboozle - Baamboozle | The Most Fun Classroom Games!

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Practice with rational functions #rational #functions #asymptotes #intercepts

Study Slideshow

#functions #rational #asymptotes #intercepts

If the denominator's degree is bigger than the numerator's degree, Horizontal Asymptote is...

x = 0

y = 1

y = 0

There is none

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When the numerator's degree is bigger, the Horizontal Asymptote is...

There is none

Infinity

y = 0

x = 0

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Horizontal Asymptotes are always written in the form....

Take the L.

x = #

Horizontal whaa?

y = #

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Vertical Asymptotes are always written in the form...

y = mx + b

y = #

Chuck Norris

x = #

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Holes occur when the value of a rational function is...

0/0

0

1/0

x/0

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Excluded values resulting from factors that can NOT be canceled will cause...

Vertical Asymptotes

Horizontal Asymptotes

Tsunamis in 3rd World countries

Holes

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Setting the numerator equal to zero and solving will help you find...

Purpose in life

Y-intercepts

X-Intercepts

Excluded Values

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Setting the denominator equal to zero and solving will help you find...

Holes

Vertical Asymptotes

Holes and Vertical Asymptotes

Horizontal Asymptotes

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Evaluating a rational function at zero is the best way to determine where...

the holes are

the y-intercept is

the x-intercepts are

to go for fresh produce

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The horizontal asymptote will be equal to the ratio of its leading coefficients when

98 Degrees was a great band

the degree on the bottom is bigger

the degree on the top is bigger

when the degrees are the same

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Find the Horizontal Asymptote

x = 0 

y = 0

x = -2

y = -2

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What is the domain of this function?

x = 1, -1

All reals except x = 1, -1

All real numbers

All reals except x = -4, 1

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Where is the vertical asymptote of this function?

x = -1

x = 4, -1

x = 1, -1

x = 1

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Where is/are the x-intercept(s) of this function?

x = -1

y = 8

x = -1, 4

x = 4

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Where is the y-intercept of this function?

x = 8

y = -8

y = 8

x = -8

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Find the Horizontal Asymptote of this function...

y = 1/4

y = -1/4

x = -1/4

There is none

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