the length of the tangent drawn from any point on circle x+y+2gx+2fy+β =0 to circle x+y+2gx+2fy+μ=0 then
(a)√β-μ (b)√xμ-β (c)√xμ+β ( d)none
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4 Answers
Manish Shankar
·2008-11-25 22:41:44
The circles are concentric
so length of tangent is half of the chord to the bigger circle
Manish Shankar
·2008-11-25 23:05:01
r2 (outside radius) =√(g2+f2-β)
r1 (inside radius) =√(g2+f2-μ)
l=√(r22-r12)=√(μ-β)
so answer is none