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Tuesday, June 15, 2021

Prove that the homogeneous equation of 2nd degree in x and y i.e ax^2+ 2hxy+by^2 always represents a pair of straight lines through the origin.

 Prove that the homogeneous equation of 2nd degree in x and y i.e ax^2+ 2hxy+by^2 always represents a pair of straight lines through the origin


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Prove that the homogeneous equation of 2nd degree in x and y i.e ax^2+ 2hxy+by^2 always represents a pair of straight lines through the origin
Prove that the homogeneous equation of 2nd degree in x and y i.e ax^2+ 2hxy+by^2 always represents a pair of straight lines through the origin