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is there a characteristic of a function that assures its reflection across the line y=x is a function?
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That it is one-to-one.
think about reflecting a point...
i do not understand this!! is it a vertical line test?
If you reflect a point, what do you get?
an inverse function?
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Let me try again, what do you get if u reflect the line y=x in the y axis?
absolute value?
GIGO...
gigo?
U never heard of the GIGO function?
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no. i am clueless.
It stands for Garbage in garbage out.
ohhh. thanks! so that's the answer?
thanks so much for the assistance!!
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u r welcome.
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