درآمد سرانه در ایران در سال هشت سال اخیر به شدت کاهش پیدا کرده است. رکورد بالاترین درآمد سرانه در کشور مربوط به سال ۱۳۹۰ است که سهم هر ایرانی از تولید ناخالص داخلی کشور ۷ میلیون و ۳۷۰ هزار تومان بود.
اما پس از آن شاهد نزول درآمد سرانه کشور بودیم به طوری که برآورد مرکز پژوهشهای مجلس نشان میدهد در سال گذشته درآمد سرانه کشور به پایینترین سطح سقوط کرده و به ۴ میلیون و ۸۷۰هزار تومان رسیده است.
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)
شاخص درآمد ناخالص ملی سرانه یکی از مهمترین مؤلفههایی است که برای نشان دادن وضعیت اقتصادی یک کشور به کار میرود و بهبود این شاخص بیانگر وضعیت مناسب خانوارها، بنگاههای اقتصادی و بخشهای مختلف کشور است.
به طور خلاصه میتوان گفت درآمد سرانه از جمله مهمترین معیارهایی است که برای سنجش وضعیت رفاه اقتصادی یک کشور به کار میرود. این متغیر، از سویی سهم هر یک از افراد جامعه را از تولید ناخالص داخلی کشور نشان میدهد و از سوی دیگر گویای توان تولید ارزش افزوده توسط جمعیت کشورها میباشد. از طرف دیگر، بسیاری از سازمانهای بینالمللی معتبر از درآمد سرانه کشورها برای ارزیابی رفاه خانوارها و سطح کیفیت استانداردهای زندگی در کشورهای مختلف استفاده میکنند.
برای محاسبه درآمد سرانه یک کشور، درآمد ملی ناخالص آن کشور دریک سال معین را بر جمعیت کشور در همان سال تقسیم کرده عدد به دست آمده درآمد سرانه کشور است. درآمد سرانه سالیان اخیر به خوبی نشان میدهد که دولتهای یازدهم و دوازدهم عملکرد مناسبی در این حوزه نداشتهاند.
مشرق