Un Cordial Saludo a toda la comunidad de hive. En esta oportunidad les traigo un ejercicio de límite resuelto a través de artificios matemáticos en dónde primeramente eliminamos la indeterminación 0/0 racionalizando una parte del numerador del ejercicio y después usamos el artificio matemático x-a=(√x-a)(√x-a) en dónde x≥a , pues se toma solo el límite por la derecha.
La música de fondo fue descargada de la plataforma YouTube y para la edición del vídeo se usó la aplicación inshot.
El ejercicio se sacó del libro para ciencias e ingeniería del Dr Jorge Sáenz, año 1995, hipotenusa.
Kind regards to the entire hive community. This time I bring you a limit exercise solved through mathematical devices where we first eliminate the 0/0 indeterminacy by rationalizing a part of the numerator of the exercise and then we use the mathematical device xa = (√xa) (√xa) where x ≥a, since only the limit is taken from the right.
The background music was downloaded from the YouTube platform and the inshot application was used for editing the video.
The exercise was taken from Dr. Jorge Sáenz's book for science and engineering, 1995, hypotenuse.
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