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How can I show that there are infinitely many different lines in the xy-plane?
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Hint: A line can be defined using 2 points.
|dw:1413430170974:dw|
@abtster @cody7744 @mathmath333 Help?
a plane has infinite xy co-ordinates so there will be infinite lines
There are infenitely many points in the plane So if you pick some point A in the plane, there are infenitely many onther points to form different pairs with Each pair defines a unique line So there are infinitely many lines in the plane
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so if i would have to show how that works i can just graph this |dw:1413946281507:dw| @abtster @mathmath333
|dw:1413946291916:dw| this will also work
since it is\[ \infty\]
Thank you!
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