Plazo de presentación
Desde el día 28 de junio hasta el día 18 de julio de 2024, ambos inclusive
Requisitos de los solicitantes
Los alumnos que cursen estudios de Formación Profesional de Grado Superior que cumplan los siguientes requisitos:
1. Estar matriculado (o tener reserva de plaza) en algún curso de un ciclo formativo de Formación Profesional de Grado Superior, en la modalidad presencial o a distancia, en un centro privado autorizado por la Consejería competente en materia de Educación, siempre que para dicho curso y ciclo no se haya suscrito concierto o convenio con dicha Consejería.
2. Estar matriculado del curso completo y no ser repetidor del mismo en el curso 2024/2025.
3. No superar la edad de 35 años, en el caso de los solicitantes de beca para realizar el primer curso de Formación Profesional de Grado Superior y no superar la edad de 36 años en el caso de los solicitantes de beca para realizar el segundo curso. En ambos casos los solicitantes no deberán superar el límite de edad a la fecha de finalización de presentación de solicitudes.
4. No superar el límite de renta per cápita familiar de 35.913 euros.
5. Ser residente en la Comunidad de Madrid, tanto para la modalidad presencial como a distancia. Para la modalidad a distancia será necesario haber residido en la Comunidad, como mínimo, los cinco años anteriores a la solicitud de la beca.
Presentación de solicitudes
¿CÓMO y DÓNDE puedo presentar la SOLICITUD?
PRESENTACIÓN TELEMÁTICA (ACONSEJABLE)
Para poder presentar la SOLICITUD de manera telemática, se requiere disponer de DNI electrónico o de cualquier otro certificado digital reconocido y admitido en la Comunidad de Madrid.
El plazo de presentación de la SOLICITUD comienza el día 28 de junio de 2024 y finaliza el día 18 de julio de 2024, ambos inclusive.
La tramitación y la obtención de los formularios necesarios tiene que realizarse a través de la Sede Electrónica.
Puedes acceder desde aquí: Becas FP Grado Superior 2024-2025 | Comunidad de Madrid
PRESENTACIÓN FÍSICA
Aunque se recomienda la presentación telemática de la solicitud, también se podrá presentar de forma presencial en cualquiera de las Oficinas de Registro de la Comunidad de Madrid, incluidas las de las Direcciones de Área Territorial, y resto de lugares recogidos en el art. 16.4 de la Ley 39/2015, de 1 de octubre, del Procedimiento Administrativo Común de las Administraciones Públicas.
Se recomienda solicitar CITA PREVIA para acudir a las OFICINAS DE REGISTRO y ATENCIÓN AL CIUDADANO de la COMUNIDAD DE MADRID: Cita previa en las Oficinas de Registro y Atención al Ciudadano | Comunidad de Madrid
Cuantía:
El presupuesto destinado a financiar la convocatoria de estas becas ascenderá
a 30.583.016 euros.
La cuantía de la beca anual se establecerá en función de la renta per cápita familiar de
la siguiente manera:
![](data:image/png;base64,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)
En el caso de beneficiarios de la Renta Mínima de Inserción, la cuantía de la beca será
de 3.500 euros anuales para los alumnos que realicen el primer curso y de 2.800 euros anuales para los alumnos que realicen el segundo curso y el tercer curso. El centro no podrá cobrar otras cantidades en concepto de escolaridad. Estas mismas condiciones se aplicarán
también en casos excepcionales, cuando se constate mediante informe de los Servicios Sociales municipales la especial situación socioeconómica de una familia o se haya acreditado la condición de protección internacional en todas sus modalidades. En caso de beneficiarios del Ingreso Mínimo Vital, igualmente la cuantía de la beca será de 3.500 euros
anuales para los alumnos que realicen el primer curso y de 2.800 euros anuales para los
alumnos que realicen el segundo curso y el tercer curso.
En el caso de que el coste del curso o cuota anual de la formación subvencionada sea
inferior a la cuantía de la beca concedida, el importe de la beca se reducirá hasta el límite
de dicha cuota anual.
Enlaces:
Página web becas de la Comunidad de Madrid
BOCM-20240627-48.pdf