prove that a homogeneous equation of degree in x and y ax square + 2hx

1.	prove that a homogeneous equation of degree in x and y ax square + 2hxy+ by square equal to zero represent a pair of lines passing through the origin if h square- ab less than equal to 0
Answer» ANSWER: what Is homegeno s I don't KNOW

prove that a homogeneous equation of degree in x and y ax square + 2hxy+ by square equal to zero represent a pair of lines passing through the origin if h square- ab less than equal to 0

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what Is homegeno s I don't KNOW

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prove that a homogeneous equation of degree in x and y ax square + 2hxy+ by square equal to zero represent a pair of lines passing through the origin if h square- ab less than equal to 0 ​

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prove that a homogeneous equation of degree in x and y ax square + 2hxy+ by square equal to zero represent a pair of lines passing through the origin if h square- ab less than equal to 0