Question

what is the length of latus rectum of a parabola?​

Answer 1

Step-by-step explanation:

The length of the parabola 's latus rectum is equal to four times the focal length. In an ellipse , it is twice the square of the length of the conjugate (minor) axis divided by the length of the transverse (major) axis. In a circle , the latus rectum is always the length of the diameter .

Answer 2

$\huge \dag{ \purple{Answer}}$

The length of the parabola 's latus rectum is equal to four times the focal length. In an ellipse , it is twice the square of the length of the conjugate (minor) axis divided by the length of the transverse (major) axis. In a circle , the latus rectum is always the length of the diameter .