در اولین هفته خرداد ۹۹ تب تند قیمت ارز و سکه فروکش کرد و بازار ارز و طلا با کاهش نرخ، معاملات خود را آغاز کردند.
در هفته گذشته بازار بورس رشد سابق خود را تجربه نکرد و در ابتدای هفته اول خرداد ۹۹ باوجود اینکه افت شاخص را شاهد بودیم اما روند بازار سرمایه تغییر و رشد کرد و پس از چند روز بورس سبزپوش شد.
دلار و یورو ۲۵۰ تومان ارزان شد
نخستین هفته خرداد با کاهش نرخ ارز در بازار همراه بود بهطوریکه دلار و یورو در روز شنبه (۳ خرداد) به ترتیب با قیمت ۱۷ هزار و ۳۰۰ تومان و ۱۸ هزار و ۸۰۰ تومان خرید و فروش شد این روند کاهش قیمت تا آخرین روز هفته ادامه داشت و با کاهش ۲۵۰ تومانی دلار و یورو مواجه شد. در آخرین روز هفته (پنجشنبه ۸ خرداد) دلار به نرخ ۱۷ هزار و ۵۰ تومان و یورو نیز به مبلغ ۱۸ هزار و ۵۵۰ تومان رسید.
نمودار تغییر قیمت دلار در اولین هفته خرداد ۹۹
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)
نمودار تغییر قیمت یورو در اولین هفته خرداد ۹۹
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)
قیمت سکه بیش از ۲۰۰ هزار تومان کاهش یافت
بازار طلا و سکه نیز همانند بازار ارز کاهش قیمت را در اولین هفته خرداد ۹۹ را تجربه کرد و هر قطعه سکه بهار آزادی در اولین ساعات معاملات روز شنبه به قیمت ۷ میلیون و ۴۹۰ هزار تومان فروخته شد که البته با کاهش بیش از ۲۰۰ هزار تومان تا پایان هفته تقریباً به مبلغ ۷ میلیون و ۲۸۰ هزار تومان رسید.
هر گرم طلای ۱۸ عیار نیز در ابتدای هفته با نرخ ۷۳۸ هزار تومان شروع به کار کرد و در پایان هفته تقریباً به قیمت ۷۰۲ هزار و ۳۲۰ تومان رسید.
شما می توانید نمودار تغییر قیمت سکه را در تصویر زیر مشاهده کنید
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)
کاهش ۲۳ هزار تومانی هر گرم طلای ۱۸ عیار
نادر بذرافشان دبیرهیات مدیره اتحادیه طلا، جواهر و سکه تهران گفت: در اولین هفته خرداد اونس جهانی ۲۷ دلار افت کرد و نرخ هر گرم طلای ۱۸ عیار حدود ۲۳ هزار تومان کاهش یافت. حباب سکه نیز در آخرین روز هفته به مبلغ ۴۳۰ هزار تومان رسید.
توصیه مهم برای خریداران سکه
بذرافشان تأکید کرد: افراد برای خرید سکه به واحدهایی که جواز سکه فروشی دارند مراجعه کنند و حتماً در هنگام خرید به نام درج شده واحد صنفی و برچسب اتحادیه بر روی کارت سکه توجه کنند که به هنگام فروش آن دچار مشکل نشوند.
علت کاهش قیمت طلا و سکه در بازار
او افزود: کاهش اونس جهانی را میتوان یکی از عوامل کاهش قیمت طلا و سکه نام برد البته با نظارت و کنترل بانک مرکزی بر بازار ارز سبب شده است که نرخ ارز با شیب ملایمی کاهش یابد که این موضوع بر قیمت سکه و طلا تأثیر گذاشت و باعث شد نسبت به هفته گذشته کمی ارزان شود.
بذرافشان بیان کرد: کاهش تقاضا برای خرید مصنوعات طلا را میتوان از اصلیترین عامل کاهش نرخ طلا نام برد که در حال حاضر میزان تقاضا برای آن از ابتدای سال ۹۹ تاکنون به پایینتر حد خود رسیده است.
روند قیمت هر گرم طلای ۱۸ عیار در اولین هفته خرداد ۹۹
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)
عامل سبز پوش شدن بازار سرمایه در ۲ روز آخر هفته چه بود؟
علی عباسی کارشناس بازار سرمایه بیان کرد: چند سال اخیر در اکثر اوقات روند بازار بورس مثبت بوده است که عامل اصلی سبز پوش شدن بازار در ۲ روز اخیر را میتوان تاثیر بار روانی سالم رسیدن نفتکش ها به کشور ونزوئلا دانست.
این کارشناس بازار سرمایه تاکید کرد: دومین عاملی که سبب رشد این بازار شد روی کارآمدن مجلس جدید بود، به علت آنکه بازار سرمایه به این دوره از مجلس تا به الان واکنش مثبتی را نشان داده است به طوری که ممکن است ما در هفته ی آینده شاخص بورس به بالای یک میلیون و چهارصد هزار واحد برسد.
شما می توانید تغییرات شاخص کل بورس را در نمودار زیر مشاهده کنید
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)
نداشتن اطلاعات کافی تازه واردها، به بورس ضربه می زند
حمید میر معینی کارشناس بازار سرمایه گفت: افراد کم تجربه در بورس بهتر است بهصورت مستقیم وارد بازار سرمایه نشوند چراکه با خرید فروشهای اشتباه باعث ضرر به خود و بازار میشوند.
او افزود: معتقدم افراد تازهوارد به بازار سرمایه در ابتدا معاملات خود را از طریق صندوقها یا شرکتهای سبد گردان فعالیت خود را شروع کنند چراکه برخی از افراد حرفهای در بازار سرمایه منتظر اینگونه اشتباهات افراد مبتدی در بازار هستند تا سود بیشتری نصیبشان شود.
این کارشناس بازار سرمایه بیان کرد: بازار سرمایه یک بازار حرفهای و تخصصی است که قواعد و اصول خاص خود را دارد بنابراین افرادی که میخواهند واردآن شوند باید مهارتهای لازم را یاد بگیرند و بعد شروع به فعالیت کنند
او اظهار کرد: هر شخص حقیقی که قصد ورود به بورس را دارد باید حداقل ۳ سال دارای تجربه مفید در بازار سرمایه را داشته باشد چراکه برای درک مؤلفه های مختلف بازار لازم است دورههای آموزشی در این زمینه را فرابگیرند.
میر معینی تصریح کرد: ورود و خروج جریان نقدینگی به بازار سرمایه در چند روز اخیر ناشی از رفتار هیجانزده افراد کمتجربه بوده است و توصیه میشود افراد برای سرمایهگذاری در بورس با دید بلندمدت وارد بازار شوند چراکه در کوتاهمدت سود مورد انتظار خود را بهدست نمیآورند اما میتوانند با نوسانهای موجود در بازار برای دستیابی به سود بلندمدت برنامهریزی کنند و مهارت خود را افزایش دهند.
این کارشناس بازار سرمایه تأکید کرد: طبق تحقیقات انجامشده بازده بازار سرمایه در بلندمدت نسبت به بازارهای همردیف خود مانند مسکن، خودرو، ارز، سکه به شتر بوده است که میتواند برای کسانی که برای سرمایهگذاری بلندمدت برنامهریزی کردهاند گزینه مناسبی باشد.
او در پایان گفت: معتقدم تا ۳ ماه آینده روند بازار سرمایه با نوسان ۵ تا ۱۰ درصد همراه باشد تا اصلاحات سهام شرکتها بهپایان برسد.
آینده بازار های مالی چگونه خواهد بود؟
با توجه به اظهارات کارشناسان بازارهای مالی به نظر میرسد ثبات و کاهش قیمت در بازارهای مالی حکم فرما باشد و در صورتی شاهد تغییر در بازار خواهیم بود که اتفاق تأثیر گذاری در اقتصاد کشور رخ دهد. حال باید دید و منتظر بود که روند بازار به چه سمت و سویی خواهد رفت.
باشگاه خبرنگاران جوان