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How to find Latus rectum of parabola?
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|dw:1338884558752:dw| The line segment through a focus of a conic section, perpendicular to the major axis, which has both endpoints on the curve. The length of a parabola's latus rectum is 4a, where a is the distance from the focus to the vertex. The formula for the Latus rectum is simply 2L = 4a with a stands for the distance of the focus from the vertex of the parabola. Given a, you can simply solve for the length of the latus rectum by using this formula.. L = 2a
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