Quant Question Of The Day: 94
Geometry
Let ABC be a triangle such that AB=3, BC=4, and AC=5. Let X be a point in the triangle. Compute the minimal possible value of AX²+BX²+CX².
Let ABC be a triangle such that AB=3, BC=4, and AC=5. Let X be a point in the triangle. Compute the minimal possible value of AX²+BX²+CX².
18.75
50/3
17
A. 75/4
Sir, why can’t we consider X to be the incentre? In that case the value would come out to be 17