If the distance from a point P on the hyperbola x24 − Y22 = 1 to the right focus of the hyperbola is 2, then the distance from point P to the Y axis is () A. 463B. 263C. 26D. 23

If the distance from a point P on the hyperbola x24 − Y22 = 1 to the right focus of the hyperbola is 2, then the distance from point P to the Y axis is () A. 463B. 263C. 26D. 23

The distance from the point P to the right focus (6,0) of the hyperbola is 2, and we know that P is on the right branch of the hyperbola. From the second definition of the hyperbola, we know that the distance from the point P to the right quasilinear of the hyperbola is 263, and the right quasilinear equation of the hyperbola is x = 263, so the distance from the point P to the Y axis is 463