4x - y -1 = 0
y = 4x - 1, 斜率4
设对称点为P'(p, q),PP'与直线交于A
PP'斜率 -1/4, 方程: y -4 = (-1/4)(x +3)
与y = 4x - 1联立得A(1, 3)
A为PP'中点: 1 = (-3 + p)/2, p = 5
3 = (4 + q)/2, q = 2
P'(5, 2)
4x - y -1 = 0
y = 4x - 1, 斜率4
设对称点为P'(p, q),PP'与直线交于A
PP'斜率 -1/4, 方程: y -4 = (-1/4)(x +3)
与y = 4x - 1联立得A(1, 3)
A为PP'中点: 1 = (-3 + p)/2, p = 5
3 = (4 + q)/2, q = 2
P'(5, 2)