|
|
Экономика |
Какие ставки по ипотеке в Евросоюзе и за счет чего они такие низкие?
По состоянию на декабрь 2023 года, ставки по ипотеке в странах Европейского Союза (ЕС) были относительно низкими по сравнению с другими регионами мира. Это связано с несколькими факторами:
Монетарная политика Европейского центрального банка (ЕЦБ): ЕЦБ проводит политику низких процентных ставок и количественного смягчения, что способствует снижению стоимости заимствований, включая ипотечные кредиты. Это делается для стимулирования экономического роста и поддержания стабильности финансовой системы.
Страны ЕС в целом имеют стабильные экономики с низким уровнем инфляции, что позволяет поддерживать низкие процентные ставки.
В странах ЕС существует высокая конкуренция между банками и другими финансовыми учреждениями, что также способствует снижению ипотечных ставок.
Ставки составляют 3-4% годовых.
В ЕС существуют строгие регуляции, направленные на защиту прав потребителей и обеспечение прозрачности на рынке ипотеки, что также способствует поддержанию низких ставок.
Что касается России, то ставки по ипотеке здесь традиционно выше по нескольким причинам:
Российская экономика подвержена значительным колебаниям, включая изменения курса рубля, инфляцию и экономические санкции. Это повышает риски для кредиторов и, соответственно, увеличивает процентные ставки.
Центральный банк России (ЦБ РФ) проводит более консервативную монетарную политику, направленную на сдерживание инфляции. Это включает в себя поддержание более высоких ключевых процентных ставок по сравнению с ЕЦБ.
В России существуют более высокие риски, связанные с ипотечным кредитованием, включая риски неплатежеспособности заемщиков и нестабильность на рынке недвижимости. Это также способствует увеличению ипотечных ставок.
В России рынок ипотечного кредитования менее конкурентен по сравнению с ЕС, что также может способствовать более высоким ставкам.
![](data:image/webp;base64,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)
Монетарная политика Европейского центрального банка (ЕЦБ): ЕЦБ проводит политику низких процентных ставок и количественного смягчения, что способствует снижению стоимости заимствований, включая ипотечные кредиты. Это делается для стимулирования экономического роста и поддержания стабильности финансовой системы.
Страны ЕС в целом имеют стабильные экономики с низким уровнем инфляции, что позволяет поддерживать низкие процентные ставки.
В странах ЕС существует высокая конкуренция между банками и другими финансовыми учреждениями, что также способствует снижению ипотечных ставок.
Ставки составляют 3-4% годовых.
В ЕС существуют строгие регуляции, направленные на защиту прав потребителей и обеспечение прозрачности на рынке ипотеки, что также способствует поддержанию низких ставок.
Что касается России, то ставки по ипотеке здесь традиционно выше по нескольким причинам:
Российская экономика подвержена значительным колебаниям, включая изменения курса рубля, инфляцию и экономические санкции. Это повышает риски для кредиторов и, соответственно, увеличивает процентные ставки.
Центральный банк России (ЦБ РФ) проводит более консервативную монетарную политику, направленную на сдерживание инфляции. Это включает в себя поддержание более высоких ключевых процентных ставок по сравнению с ЕЦБ.
В России существуют более высокие риски, связанные с ипотечным кредитованием, включая риски неплатежеспособности заемщиков и нестабильность на рынке недвижимости. Это также способствует увеличению ипотечных ставок.
В России рынок ипотечного кредитования менее конкурентен по сравнению с ЕС, что также может способствовать более высоким ставкам.
07 Янв 2025 12:32 |
|
|
+100 ₽ |
|
Комментарии (0)
![]() |
![]() |
![]() |
![]() |
![]() |
🙂
😂
🙁
🤬
😮
🙄
🤢
😜
😛
👀
🧡
💋
👍
👎
👉
👈
🙏
👋
🤝
📈
📉
💎
🏆
💰
💥
🚀
⚡
🔥
🎁
🌞
🌼
←
→
Читайте также
![Загружаем публикации... Loading...](../image/wait-circle.gif)
Перейти в тему: