مدیر عملیات عرضه بورس کالای ایران نحوه محاسبه قیمت پایه مس کاتد از روز شنبه ۲۶ آذر در بورس کالا را ابلاغ کرد.
بر اساس اطلاعیه بورس کالای ایران ، نحوه محاسبه قیمت پایه مس کاتد از روز شنبه ۲۶ آذر، براساس میانگین قیمت هفتگی قیمت مس کاتد در بورس فلزات لندن در هفته گذشته ضربدر میانگین نرخ دلار خرید و فروش هفتگی نیما ، ضربدر ۱.۱ محاسبه و اعمال خواهد شد.
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لینک مطلب:
https://www.eranico.com/fa/content/157853