SOLVED:The focal chord that is perpendicular to the axis of a parabola is called the latus rectum. For the parabola y^2=4 p x in Figure 11, let F be the focus, R be any point on the parabola to the left of the latus rectum, and G be the intersection of the latus rectum with the line through R parallel to the axis. Find |F R| |R G| and note that it is a constant.
SOLVED:The focal chord that is perpendicular to the axis of a para…
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SOLVED:The line segment A B through the focus in the figure is called a focal chord of the parabola. Find the coordinates of A and B (GRAPH CAN'T COPY)
SOLVED:The line segment A B through the focus in the figure is c…
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SOLVED:The focal width of a parabola is the length of the focal chord, that is, the line segment through the focus perpendicular to the axis, with endpoints on the parabola. See FIGURE 7.1.18. (a) Find the focal width of the parabola x^2=8 y. (b) Show that the focal width of the parabola x^2= 4 c y and y^2=4 c x is 4|c|
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