El Producto Interior Bruto (PIB) español aumentó un +0,8% en el primer trimestre de este año 2024 respecto al trimestre anterior, según los datos hechos públicos este martes por el INE.
Supone un crecimiento por encima de lo esperado por todas las organizaciones financieras, además de instituciones públicas.
Si se siguiera a este ritmo durante el resto del año estaríamos ante un crecimiento cercano al 3%. La previsión de crecimiento del Banco de España para 2024 es del 2,3%. El FMI considera que el PIB español crecerá un 2,4%.
La demanda nacional contribuyó con 0,3 puntos al crecimiento intertrimestral del PIB. Por su parte, la demanda externa aportó 0,5 puntos.
Por agregados de demanda, el gasto en consumo final de los hogares creció un 0,4%, mientras que el de las Administraciones Públicas se redujo un 0,6%. Por su parte, la formación bruta de capital registró una variación del 1,2%.
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)
Por sectores
Tanto las exportaciones de bienes y servicios (3,3%) como las importaciones (2,2%) registraron tasas positivas.
Por el lado de la oferta, todos los grandes sectores presentaron tasas positivas en su valor añadido. Así, las ramas industriales crecieron un 1,5% intertrimestral. Dentro de las mismas, la industria manufacturera se aceleró un punto, hasta el 2,2%. El valor añadido bruto de la Construcción aumentó un 1,8% intertrimestral, seis décimas más que en el trimestre anterior. Y el de los Servicios se aceleró una décima, hasta el 0,3%. Las ramas primarias registraron una variación del 3,1%, frente al 5,3% del trimestre anterior.
PIB en volumen
La variación interanual del PIB fue del 2,5% este trimestre, 4 décimas más que la del trimestre precedente.
La demanda nacional contribuyó con 2,3 puntos al crecimiento interanual del PIB. Por su parte, la demanda externa aportó 0,2 puntos.
Por agregados, el gasto en consumo final se desaceleró una décima respecto al trimestre anterior al crecer un 2,7% interanual. El de los hogares aumentó un 2,5%, acelerando una décima, y el de las Administraciones Públicas se incrementó un 3,4%, siete décimas menos que en el trimestre precedente.
Las exportaciones de bienes y servicios presentaron una tasa interanual del -0,2%, lo que supuso 1,3 puntos menos que en el trimestre anterior. Por su parte, las importaciones registraron una variación del -0,7%, con una desaceleración de 2,3 puntos respecto al trimestre precedente.
El valor añadido bruto de la Construcción creció un 3,3% respecto al mismo trimestre de 2023, el de los Servicios un 2,7% y el de las ramas primarias un 1,0%.
Empleo y productividad
El número de horas efectivamente trabajadas aumentó un 1,3% interanual este trimestre, un punto menos que en el precedente. En términos intertrimestrales, varió un -0,3%.
Los puestos de trabajo equivalentes a tiempo completo se incrementaron un 3,4% en tasa interanual, 5 décimas menos que en el trimestre precedente. En términos intertrimestrales su variación fue del -0,1%.
Por su parte, la productividad por puesto de trabajo equivalente a tiempo completo registró este trimestre una tasa interanual del -0,8%, y la productividad por hora efectivamente trabajada, del 1,2%. En términos intertrimestrales estas tasas fueron del 0,9% y del 1,1%, respectivamente.
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