تازهترین تحلیل تکنیکال نشان میدهد؛
بررسی قیمت طلا در کوتاهمدت
تازه ترین تحلیل تکنیکال نشان می دهد که سطح حمایتی قیمت طلا در کوتاه مدت ۱۲۸۰ دلار خواهد بود.
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" 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به گزارش بورس نیوز، تحلیل تکنیکال حاکی است که نخستین سطح حمایتی قیمت طلا در شرایط کنونی ۱۲۸۰ دلار خواهد بود و اگر این سطح حمایتی از دست برود، قیمت طلا احتمالا تا ۱۲۵۰ دلار در هر اونس کاهش خواهد یافت.
بر اساس این گزارش سطح مقاومتی قیمت طلا در کوتاه مدت نیز ۱۳۰۰ دلار است. این رقم یک سطح مقاومتی و روانی برای طلا به شمار می رود و شکسته شدن آن معانی زیادی برای فعالان بازار خواهد داشت.شکسته شدن سطح مقاومتی ۱۳۰۰ دلاری می تواند موجب افزایش قیمت هر اونس طلا تا ۱۳۱۶ دلار شود.
به اعتقاد تحلیلگران اقتصادی، اگر این سطح مقاومتی شکسته شود، سرمایه گذاران بیشتری وارد بازار طلا خواهند شد.
البته بسیاری از تحلیلگران بر این باورند که قیمت طلا در کوتاه مدت به کمتر از ۱۲۷۰ دلار نخواهد رسید. به نظر می رسد قیمت طلا در شرایط کنونی به شدت تحت تاثیر نوسانات ارزش دلار آمریکا، شاخص سهام در بازارهای بین المللی و مذاکرات تجاری آمریکا و چین قرار خواهد داشت.
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اخبار مرتبط
طبق اعلام یک موسسه سرمایهگذاری؛
میانگین قیمت جهانی طلا در سال ۲۰۱۹ به کدام سو میرود تحت تاثیر سیاستهای پولی و نرخ بهره آمریکا صورت میگیرد؛
افزایش دگرباره طلا در بازارهای جهانی تازهترین نظرسنجیها نشان داد؛
روند قیمت طلا با توجه به اختلاف نظر سرمایهگذاران برای نخستین بار از اواسط دسامبر صورت گرفت؛
عقبنشینی طلا در بازارهای جهانی طبق اعلام یک موسسه سرمایهگذاری؛
میانگین قیمت جهانی طلا در سال ۲۰۱۹ به کدام سو میرود تحت تاثیر سیاستهای پولی و نرخ بهره آمریکا صورت میگیرد؛
افزایش دگرباره طلا در بازارهای جهانی تازهترین نظرسنجیها نشان داد؛
روند قیمت طلا با توجه به اختلاف نظر سرمایهگذاران برای نخستین بار از اواسط دسامبر صورت گرفت؛
عقبنشینی طلا در بازارهای جهانی ارسال نظر
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