抛物线2y^2+5x=0的焦点坐标和准线方程x^2+8y=0的焦点坐标和准线方程

2024-11-03 00:32:16
推荐回答(1个)
回答1:

2y^2+5x=0

2y^2=-5x

y^2=-(5/2)x
-2p=-5/2

p=5/4
抛物线的焦点坐标为:F(-5/8,0)
准线方程为:x=p/2

x=5/8
x^2+8y=0

x^2=-8y
-2p=-8

p=4
抛物线的焦点坐标为:F(0,-2)
准线方程为:y=p/2

y=2