1.

If the equation of normal to the circle x2+y2−16x−12y+99=0, which is also a tangent to x2+y2=4 is ax + by + c = 0, find the value of [|(ab)|], where [x] is the greatest integer function

Answer»

If the equation of normal to the circle x2+y216x12y+99=0, which is also a tangent to x2+y2=4 is ax + by + c = 0, find the value of [|(ab)|], where [x] is the greatest integer function




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