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Analytical Geometry
there are two circles whose equations are x^2 + y^2 =9 and x^2 +y^2 -8x-6y+n^2 =0, n belongs to I,hav exactly two common tangents.Then the no. of possible values of n ??
to have exactly two common tangetns the circles must have to intersect each other at two points
so, r1+r2(distance between their centres)
solve this inequality and u wll get d ans.
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to have exactly two common tangetns the circles must have to intersect each other at two points
so, r1+r2
(distance between their centres)
solve this inequality and u wll get d ans.