Term
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Definition
for every y there is exactly one x
(horizaontal line test) |
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Term
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Definition
for every x there is exactly one y
(vertical line test) |
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Term
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Definition
set of allowable y s
(what y values the graph must have; what the relation will touch) |
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Term
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Definition
set of allowable x s
(what x values the graph must have; what the relation will touch) |
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Term
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Definition
set of ordered pairs
( x , y ) |
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Term
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Definition
two curves, mirror to each other |
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Term
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Definition
two curves which never quite touch the axis ( xy = )
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Term
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Definition
will produce a v-shaped graph |
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Term
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Definition
will produce a half-parabola shape |
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Term
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Definition
will produce the normal shape, but sideways |
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