Latest KVPY Aptitude Question SOLUTION: Consider the conic ex^2 + y^2 2e^2x 2^2y + e^3 + 3 = e. Suppose P is any point on the conic and S1, S2 are the foci of the conic, then the maximum value of (PS1 + PS2) is
Consider the conic ex^2 + y^2 2e^2x 2^2y + e^3 + 3 = e. Suppose P is any point on the conic and S1, S2 are the foci of the conic, then the maximum value of (PS1 + PS2) is
Do you know what seems ODD to me?
Those numbers which are not divisible by 2.
Inolas
Pure mathematics is the world's best game. It is more absorbing than chess, more of a gamble than poker, and lasts longer than Monopoly. It's free. It can be played anywhere - Archimedes did it in a bathtub.