Descubre las notas de corte para elegir carrera: ranking de las carreras universitarias más altas y más bajas en la EvAU 2024

En el camino hacia la elección de la carrera universitaria ideal, uno de los factores clave que influencian la toma de decisiones es la nota de corte. Conocer las notas de corte para cada carrera es fundamental para que los estudiantes puedan elegir la opción que mejor se adapte a sus habilidades y expectativas. En este sentido, es importante tener en cuenta que las carreras universitarias más competitivas suelen tener notas de corte más altas, mientras que otras pueden tener requisitos de admisión más accesibles. En este artículo, te presentamos el ranking de las carreras universitarias más altas y más bajas en la EvAU 2024, para que puedas tomar una decisión informada y elegir la carrera que mejor se adapte a tus objetivos y habilidades.

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¿Qué carrera elegir? Descubre las notas de corte para elegir carrera

En apenas unos días, los estudiantes de todo el país se centran en los exámenes de la Evaluación de Acceso a la Universidad (EvAU), donde deberán demostrar sus conocimientos adquiridos en el Bachillerato de cara a obtener notas de admisión que les permitan entrar a los diferentes grados universitarios.

En las pruebas, que tendrán lugar entre los días 3 y 13 de junio, los estudiantes tendrán la oportunidad de obtener notas que les permitan entrar en los grados que prefieren o buscar otras alternativas si no consiguen acceder a su primera opción.

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"><noscript><img 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La importancia de conocer las notas de corte

Pero es importante conocer las notas de corte de cada grado, teniendo en cuenta además que pueden variar cada año. Para este año, hay una serie de carreras o grados universitarios con unas notas de corte que exigen un esfuerzo máximo para poder optar a entrar en ellas.

El doble grado Matemáticas-Física, la nota más alta

Para facilitar la consulta de estas notas de corte y ayudar a los estudiantes a conocer los títulos universitarios y el resultado que necesitan en la selectividad para acceder a ellos, el Ministerio de Universidades ha publicado un buscador de títulos a partir de los datos de todas las universidades, en el que es posible filtrar y mostrar un listado con las diferentes universidades y notas de corte.

La nota más alta corresponde al doble grado de Matemáticas y Física (13,725 en la Complutense), mientras que la más baja es el 5 requerido en múltiples carreras de todo tipo de ámbitos en diferentes universidades por todo el país.

Consulta las notas de corte de todos los grados universitarios

Consulta el buscador de títulos del Ministerio de Universidades para conocer las notas de corte de todos los grados universitarios para la EvAU. ¡No te pierdas esta oportunidad de elegir la carrera que siempre has soñado!

¡Consulta ahora!

Patricia Martínez

Hola, soy Patricia, autora en El Noticiero. Me apasiona compartir las noticias más relevantes de actualidad, tanto a nivel nacional como internacional. Mi compromiso con la objetividad y la rigurosidad en la información es mi principal prioridad. ¡Te invito a descubrir las últimas novedades junto a mí en este periódico independiente!

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