Análisis del Precio del Kilo de Cobre Pelado: Actualidad y Perspectivas para 2023 en España

Análisis del Precio del Kilo de Cobre Pelado: Actualidad y Perspectivas para 2023 en España

El mercado de metales como el cobre pelado es de vital importancia para la economía española, ya que se utiliza en una amplia gama de industrias. En este análisis, se examinará la situación actual del precio del kilo de cobre pelado en España y se ofrecerán perspectivas para el año 2023. Se considerarán factores como la demanda mundial, la oferta de cobre y las tendencias del mercado. ¡No te pierdas este análisis detallado que te ayudará a comprender mejor este sector clave!

Precio actual del cobre pelado por kilogramo

El precio actual del cobre pelado por kilogramo es un dato relevante para la industria de la compra y venta de metales. El cobre es un material muy valorado debido a sus propiedades conductivas y su amplio uso en diferentes industrias como la electrónica, la construcción y la automotriz.

El precio del cobre pelado por kilogramo varía constantemente debido a factores como la oferta y la demanda en el mercado internacional, las condiciones económicas globales y eventos geopolíticos que pueden afectar su cotización.

En la actualidad, el precio del cobre pelado por kilogramo se sitúa en torno a 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. Es importante tener en cuenta que este valor puede fluctuar diariamente, por lo que es recomendable estar al tanto de las actualizaciones en los mercados financieros y en la industria del cobre.

Para los negocios que se dedican a la compra y venta de cobre pelado, es fundamental estar informados sobre el precio actual del metal, ya que esto les permite tomar decisiones estratégicas en cuanto a sus operaciones y maximizar sus ganancias.

Precio del kilo de cobre para 2023: Descúbrelo aquí

El precio del kilo de cobre para 2023 es un tema de gran interés en el mercado actual. El cobre es un metal ampliamente utilizado en diversas industrias, como la construcción, la electrónica y la automotriz, por lo que su precio tiene un impacto significativo en la economía global.

Para estimar el precio del cobre en 2023, se deben tener en cuenta diversos factores como la oferta y la demanda, la situación económica mundial, los inventarios disponibles y las políticas gubernamentales que puedan influir en el mercado.

Los analistas del sector minero y financiero suelen realizar proyecciones sobre la evolución del precio del cobre en el próximo año, basándose en indicadores y tendencias actuales. Estas predicciones son clave para que las empresas planifiquen sus operaciones y tomen decisiones estratégicas.

Es importante tener en cuenta que el precio del cobre puede verse afectado por eventos inesperados, como desastres naturales, conflictos geopolíticos o cambios en las políticas comerciales de los países productores.

Para mantenerse actualizado sobre el precio del kilo de cobre para 2023, es recomendable consultar fuentes confiables y especializadas en el mercado de metales. Estar informado sobre la evolución de este precio es fundamental para quienes trabajan en sectores que dependen del cobre y para los inversionistas interesados en este metal.

Precio del kilo de cobre en España

El precio del kilo de cobre en España es un dato relevante para diversos sectores de la economía. El valor del cobre es un indicador importante debido a su uso en la industria de la construcción, la electrónica y la fabricación de equipos eléctricos, entre otros sectores.

Este precio está sujeto a fluctuaciones en los mercados internacionales y puede variar dependiendo de factores como la oferta y la demanda, así como eventos geopolíticos que afecten la producción y el comercio de este metal.

En la actualidad, el precio del kilo de cobre en España se encuentra en torno a los X euros. Sin embargo, es importante tener en cuenta que este valor puede cambiar en cualquier momento debido a la volatilidad de los mercados.

Para las empresas que trabajan con cobre, es fundamental estar al tanto de las variaciones en su precio para poder ajustar sus estrategias comerciales y de producción en consecuencia.

Para ilustrar mejor este tema, a continuación se muestra una imagen que representa la evolución del precio del kilo de cobre en España: