مرکز پژوهشهای مجلس در گزارشی به تحلیل بخش حقیقی اقتصاد ایران در بخشهای مختلف پرداخته و پیشبینی کرده که رشد اقتصادی بدون نفت برای کل سال ۹۸ برابر با ۱.۸ درصد و مثبت خواهد بود.
مرکز پژوهشهای مجلس شورای اسلامی در گزارشی به عملکرد ۶ ماهه اول و برآوردهای رشد اقتصادی غیر نفتی سال ۹۸ در بخشهای کشاورزی، معدن، صنعت، ساختمان، خدمات، خدمات بازرگانی، خدمات عمومی و خدمات واسطهگری مالی پرداخته و پیش بینی کرده است که رشد اقتصاد ایران برای کل سال جاری برابر با ۱.۸ درصد باشد.
براساس ارزیابی مرکز پژوهشهای مجلس شورای اسلامی، رشد بخش کشاورزی ۵.۵ درصد، رشد بخش صنعت ۱.۵ درصد، رشد آب، برق و گاز ۱۰ درصد، رشد بخش ساختمان ۱۴.۵ درصد و رشد بخش خدمات منفی ۱.۵ درصد برآورد میشود.
این مرکز در گزارش خود نوشته است: با توجه به اینکه در سال ۱۳۹۸ بسیاری از عوامل ازجمله کاهش صادرات نفت، محدودیتهای واردات و صادرات، کسری بودجه و ... پابرجاست، انتظار اولیه بر آن بود که رشد اقتصاد غیرنفتی در سال ۱۳۹۸ نیز منفی باشد. با این حال، برخی تحولات مثبت، شرایط را در بعضی بخشها بهبود بخشیده است.
بازوی پژوهشی قوه مقننه توضیح داده است: اولاً بارندگیهای بیش از انتظار در سال آبی قبل، موجب شد که برآوردهای مثبت قبلی از رشد این بخش بهبود یابد. ثانیاً تحولات بازار مسکن، حجم سرمایهگذاری در بخش ساختمان را در نیمه اول سال ۱۳۹۸ افزایش داده است. به نظر میرسد عمده این تحول ناشی از افزایش نسبی قیمت مسکن در مقایسه با تورم کلی اقتصاد بوده است. رشد تولید ساختمانهای مسکونی در نیمه اول سال ۱۳۹۸ به اندازهای بوده است که رشد منفی تولید ساختمانهای دولتی (ناشی از کاهش حقیقی طرحهای عمرانی) را نیز پوشش داده و رشد کل بخش ساختمان را به طور نسبتاً قابل توجهی افزایش داده است. به نظر میرسد رشد بخش ساختمان نیز تأثیر مثبتی بر برخی بخشهای صنعتی نظیر «لاستیک و پلاستیک»، «کاشی و سرامیک»، «سیمان» و «سایر کانیهای غیرفلزی« داشته و رشد مثبت این بخشها را نیز به دنبال داشته است.
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)
در این گزارش با در نظر گرفتن آخرین شواهد از عملکرد اقتصاد در ۶ ماهه اول سال ۱۳۹۸ و روندهای قابل تحلیل آن تا پایان امسال، تاکید شده است: هرچند به دلیل نرخ رشد منفی قابل توجه بخش نفت، رشد اقتصادی کشور در سال ۱۳۹۸ همچنان منفی پیش بینی میشود اما رشد اقتصادی بدون نفت برای امسال حدود ۱.۸ درصد برآورد میشود.
رشد منفی بخش خدمات عمدتا به دلیل رشد منفی بخش امور عمومی در نتیجه کاهش حقیقی مخارج جاری دولت و نیز افت ارزش افزوده بخش واسطهگریهای مالی و به خصوص بخش بانکی به قیمتهای ثابت در این سال است.
این مرکز اعلام کرده است: در مجموع میتوان گفت هرچند نرخ رشد سال ۱۳۹۸ منفی پیش بینی میشود، اما وضعیت بخش غیرنفتی اقتصاد ایران بهتر از سال گذشته خواهد بود و دلیل اصلی نرخ رشد منفی در سال ۱۳۹۸ رشد منفی قابل توجه بخش نفت است.
لینک مطلب:
https://www.eranico.com/fa/content/110095