![THEOREM -14 CONVERSE OF Alternate segment Theorem Statement:- “If a line is drawn through an end point of a chord of a circle so that the angle. - ppt video online download THEOREM -14 CONVERSE OF Alternate segment Theorem Statement:- “If a line is drawn through an end point of a chord of a circle so that the angle. - ppt video online download](https://slideplayer.com/slide/3274566/11/images/4/Proof%3A-+suppose+XAY+is+not+tangent+to+the+circle.jpg)
THEOREM -14 CONVERSE OF Alternate segment Theorem Statement:- “If a line is drawn through an end point of a chord of a circle so that the angle. - ppt video online download
![Plane and solid analytic geometry; an elementary textbook . normals can bedrawn to (a) an ellipse, (b) a parabola ? 13. Obtain the equation of the tangent at the point P1 ofthe Plane and solid analytic geometry; an elementary textbook . normals can bedrawn to (a) an ellipse, (b) a parabola ? 13. Obtain the equation of the tangent at the point P1 ofthe](https://c8.alamy.com/comp/2AJGPAG/plane-and-solid-analytic-geometry-an-elementary-textbook-normals-can-bedrawn-to-a-an-ellipse-b-a-parabola-13-obtain-the-equation-of-the-tangent-at-the-point-p1-ofthe-parabola-y2-=-2-mx-by-determining-i-in-the-slope-form-ofthe-equation-of-the-tangent-in-terms-of-xx-and-yx-78-theorems-concerning-tangents-and-normals-1-thetangent-and-normal-at-any-point-of-an-ellipse-bisect-theexterior-and-interior-angles-respectively-between-the-focalradii-drawn-to-the-point-of-contact-let-pt-and-pxn-be-the-tangent-and-normal-to-the-ellipse-=-at-the-point-pv-we-wish-to-show-thata2-b2-2AJGPAG.jpg)
Plane and solid analytic geometry; an elementary textbook . normals can bedrawn to (a) an ellipse, (b) a parabola ? 13. Obtain the equation of the tangent at the point P1 ofthe
![How can you prove the converse of the above theorem. "If a line in the plane of a circle is perpendicular to the radius at its end point on the circle , How can you prove the converse of the above theorem. "If a line in the plane of a circle is perpendicular to the radius at its end point on the circle ,](https://d10lpgp6xz60nq.cloudfront.net/question-thumbnail/en_96594984.png)
How can you prove the converse of the above theorem. "If a line in the plane of a circle is perpendicular to the radius at its end point on the circle ,
![Plane and solid analytic geometry . 134 ANALYTIC GEOMETRY Q The equation of the tangent of the hyperbola at this point is a^ 62 I Theorem. TJie tangent of a hyperbola Plane and solid analytic geometry . 134 ANALYTIC GEOMETRY Q The equation of the tangent of the hyperbola at this point is a^ 62 I Theorem. TJie tangent of a hyperbola](https://c8.alamy.com/comp/2CJ8762/plane-and-solid-analytic-geometry-134-analytic-geometry-q-the-equation-of-the-tangent-of-the-hyperbola-at-this-point-is-a-62-i-theorem-tjie-tangent-of-a-hyperbola-at-any-point-bisects-the-angle-between-the-focal-radii-t-to-prove-this-proposition-we-recall-the-theorem-of-planew-geometry-which-says-that-the-bisector-of-an-angle-of-a-trianglef-divides-the-opposite-side-into-seg-ments-which-are-proportional-to-thef-i-ai-yi-adjacent-sides-it-is-easily-seen-that-the-converse-of-this-proposi-tion-is-also-true-and-hence-it-issufficient-for-our-proof-to-show-that-fm-fm-pjq-w-2CJ8762.jpg)