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General equation of second degree of the form ax^2+2hxy+by^2+2gx+2fy+c=o
Steps involved in solving this please, with an example.
In a second degree general equation, first the discriminant and determinant need to be examined.
if ? ≡ abc + 2fgh − af2 − bg2 − ch2 = 0 then the equation represents a pair of straight lines.
If not zero, then we examine the discriminant(D): (2h)^2-4ab = 4(h^2-ab)
After analysing this, we proceed to the solutions accordingly.
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