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How can you tell if something is a one-to-one function?
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if dat function b like a line BECAUSE IT B LINEAR INdePendent! Get it because a line and linear sound similar?!!! I hope that's not 2 punny
Wait what...
It has to be linearly independent. This is for linear algebra right?
Nah this is just algebra 2
|dw:1361839892694:dw| So why wouldnt that be a one-to-one?
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That wouldn't be one to one because it fails the horizontal line test. You can draw a horizontal line and it touches two points. If it was one to one it would only touch one point
|dw:1361840015061:dw|
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