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Which fundamental rule is broken during identifying a line at intersection of two lines.
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I have two line equations.
(Eq 1). Y1 = X/a (Eq 2). Y2 = X*a
I have values of a and X (where a And X are non-negative rational numbers) And I know the possible relations between them (Eq 1 and Eq 2).
Is there any way possible to differentiate between Y1 and Y2 when a = 1 For any given value if X.
I know it is impossible but which fundamental rule is broken?
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