![Plane and solid geometry . Given A RST with AR^AT,To prove » = f. Argument1. r > ^, T ^;then /.E> Zjf. 3. This is impossible. 4. Next suppose r <^t then Plane and solid geometry . Given A RST with AR^AT,To prove » = f. Argument1. r > ^, T ^;then /.E> Zjf. 3. This is impossible. 4. Next suppose r <^t then](https://c8.alamy.com/comp/2AWHCTC/plane-and-solid-geometry-given-a-rst-with-aratto-prove-=-f-argument1-r-gt-t-then-egt-zjf-3-this-is-impossible-4-next-suppose-r-ltt-then-zr-thez-opposite-the-less-side-156-3-by-hyp-z-=-z-21-4-same-reason-as-2-5-same-reason-as-3-6-the-two-suppositions-r-gt-f-and-r-ltty-have-beenproved-false-163-cor-an-equiangular-triangle-is-also-equilateral-ex-155-the-bisectors-of-the-base-angles-of-an-isosceles-triangle-forman-isosceles-trianfjle-book-i-57-proposition-xvii-theoremconverse-of-prop-xv-164-if-two-angles-of-a-triangle-are-unequaly-the-side-2AWHCTC.jpg)
Plane and solid geometry . Given A RST with AR^AT,To prove » = f. Argument1. r > ^, T ^;then /.E> Zjf. 3. This is impossible. 4. Next suppose r <^t then
Can you give an alternative proof of the Converse of isosceles triangle theorem by drawing a line through point R and parallel to seg - Sarthaks eConnect | Largest Online Education Community
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Theorem - Angle opposite to equal sides of an isosceles triangle are equal | Class 9 Maths - GeeksforGeeks
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