IIT JEE 1983 Maths - 'Adapted' - FIB to Single-Digit Integer Q2

Geometry Level 4

Given the points A ( 0 , 4 ) A(0,4) and B ( 0 , 4 ) B(0, -4) , the equation of the locus of the points P ( x , y ) P(x,\ y) such that A P B P = 6 |AP-BP|=6 is x 2 p y 2 q = r \dfrac{x^2}p - \dfrac{y^2}{q} = r where p , q R + p,q\in\mathbb R^+ and r = 1 \lvert r\rvert=1 . Find p + q + 2 r 5 \left\lfloor \frac{p+q+2r}5 \right\rfloor .


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The answer is 2.

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