افزایش قابل توجه یک ماهه نرخ های فروش سایپا دیزل از جمله دلایل افزایش درآمدهای فروش این شرکت در مقایسه با دوره سه ماهه نخست سال جاری است.
به گزارش واحد تحقیق و مطالعات بورس نیوز، رشد تعداد فروش محصولات شرکت سایپا دیزل در تیر ماه، ( علی رغم تولید در ماه های گذشته) چشمگیر است که این موضوع می تواند مربوط به عدم فروش محصولات در ماه های اخیر به منظور بهره مندی از رشد قیمت محصولات باشد.
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)
با
این وجود لازم به ذکر است که تنها افزایش تعدادی و نرخ های فروش به تنهایی
نمی تواند شاخص مناسبی برای عملکرد مثبت و یا سودآوری این شرکت در دوره یک
ماهه باشد چرا که افزایش بهای تمام شده مواد اولیه مصرفی این شرکت و سایر
هزینه های عملیاتی از عوامل تاثیرگذار و تعیین کننده بر سود آوری است.
اخبار مرتبط
واحد تحقیق و مطالعات بورسنیوز بررسی کرد:
از عملکرد نا امید کننده سایپا در سال ۹۶ تا کشیدن ترمزها در سرفصلهای حسابداری
واحد تحقیق و مطالعات بورسنیوز بررسی کرد:
از عملکرد نا امید کننده سایپا در سال ۹۶ تا کشیدن ترمزها در سرفصلهای حسابداری
ارسال نظر
اخبار روز
خبرنامه
نظرسنجی
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