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get:( 5 2 + 3t )2 − ( 3 2 − t )2 3 = 1 3 · ( 5 2 + 3t )2 − ( 3 2 − t )2 = 3 ... 52t2 + 96t+ 27 = 0 The roots of this quadratic equation are t1 = − 9 26 and t2 =
https://rwp.math4u.vsb.cz/00018_Hyperbolic_navigation/es_article.pdf
2 − ( 3 2 − t )2 = 3 ... 52t2 + 96t+ 27 = 0 2 Las raíces de esta ecuación cuadrática son t1 = − 9 26 y t2 = − 3 2 . Sustituimos t1 en las ecuaciones paramétricas
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