If the equation of the locus of a point equidistant from the point (a1, b1) and (a2, b2) is (a1 - a2)x + (b1 - b2) y + c + 0 ,
The points (-a,-b), (0,0). (a,b) and (a^(2),ab)) are
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Ex 4.5, 14 - Find numbers a and b such that A2 + aA + bI = O
If the roots of the equation a2+b2 x2 2ac + bd x + c2+d2 = 0 are equal, prove that a/b = c/d
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x/a y/b=0 ax+by=a²+b²
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