هزینه یابی بر مبنای فعالیت چیست؟ در دورهای که تغییرات رفتار بازار، شیوههای سنتی بهایابی را بهکلی از رده خارج کرده است، چه روشی را میتوان جایگزین آن کرد؟ و با توجه به رقابت روزافزون بازار، سیستمهای هزینهیابی چگونه میتوانند به تصمیمگیری قاطع مدیران و حفظ سودآوری کسبوکار کمک کنند؟ برای پاسخ به این سوالات، در ادامهی این مقاله همراه راهکار نوین سیاق باشید.
هزینه یابی بر مبنای فعالیت (ABC) چیست؟
هزینه یابی بر مبنای فعالیت (Activity-Based Costing) یا به اختصار ABC، یک روش هزینهیابی است که در آن، هزینههای ثابت یا غیرمستقیم که در تولید کالا یا خدمات نقش داشتهاند نیز محاسبه میشوند. در این روش پس از تشخیص فعالیتهای مختلفی که در تولید محصولات و خدمات مورد استفاده قرار گرفتهاند، هزینههای مربوط به هر فعالیت، براساس میزان استفاده از آن در فرایند تولید محصولات و خدمات محاسبه خواهند شد.
به بیان سادهتر، هزینه یابی بر مبنای فعالیت روشی است که براساس آن، هزینهی نهایی محصولات و خدمات بهعنوان جمع هزینهی فعالیتهایی که برای ارائه آنها انجام میشود، بهدست میآید.
هدف هزینه یابی ABC ارائهی چشم اندازی دقیقتر و روشنتر از هزینهی تولید محصولات و خدمات به شرکتها برای تصمیمگیری به بهترین شکل در زمینهی مدیریت هزینه است. به دلیل استفاده از مبنای تسهیم هزینهی متناسب با هر فعالیت، هزینه یابی ABC به سادگی قادر به محاسبهی بهای تمام شدهی تولید و خدمات است و میتواند منجر به ارائهی خدمات و محصولات بهتر و هزینهی کمتر شود.
تفاوت هزینه یابی بر مبنای فعالیت و هزینه یابی سنتی
سیستم هزینه یابی بر مبنای فعالیت (ABC) در تخصیص هزینههای غیرمستقیم به محصولات یا خدمات، منطقیتر و دقیقتر از روش هزینهیابی سنتی عمل میکند. در هزینهیابی سنتی، هزینههای غیرمستقیم بر اساس عاملی که معمولاً ارتباطی با نوع و سطح تصرف ندارد، مثل هزینهی کار مستقیم، ساعت کار لازم برای تولید یک واحد محصول یا تعداد روزهای صرفشده برای تولید محصول، تخصیص مییابند.
با این وجود، این عوامل نمیتوانند دلیل دقیق و کاملی برای هزینههای غیرمستقیم ارائه دهند. هزینهیابی سنتی بهترین استفاده را در صورتی دارد که هزینههای غیرمستقیم در مقایسه با هزینههای مستقیم تولید، پایین باشد. مشکل شیوهی سنتی در آن است که تغییراتی که در مبنای تخصیص هزینه رخ میدهد با تغییرات تخصیص هزینه، منطبق نیست.
در هزینه یابی بر مبنای فعالیت (ABC)، هزینههای غیرمستقیم براساس فعالیتهایی که برای تولید محصول یا ارائهی خدمات لازم است، تخصیص داده میشود. به عبارت دیگر، ABC از تمام فعالیتهایی که برای تولید محصول یا ارائه خدمات لازم است، بهعنوان مبنای تخصیص هزینه استفاده میکند. این روش باعث میشود که تخصیص هزینه به محصولات یا خدمات، دقیقتر و عادلانهتر باشد و مدیریت هزینهها بهتر از شیوهی سنتی انجام شود.
![هزینه یابی بر مبنای فعالیت](data:image/jpeg;base64,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)
تاریخچه هزینه یابی مبنی بر فعالیت ABC
هزینه یابی بر مبنای فعالیت در دههی ۱۹۸۰ میلادی برای اولین بار توسط رابین کوپر (Robin Cooper) و رابرت کاپلان (Robert Kaplan) در دانشکدهی مدیریت هاروارد مطرح شد. این روش بهعنوان یک ابزار مدیریتی برای بهبود دقت در تخصیص هزینههای مختلف به محصولات و خدمات، توسعه پیدا کرد.
در دههی ۱۹۵۰ نیز شرکتهای بزرگ صنعتی آمریکایی از این روش بهصورت محدود استفاده میکردند، اما پژوهشهای انجامشده توسط دانشمندان هاروارد، نقطهی عطفی در پیشبرد روش هزینه یابی ABC بهعنوان یکی از بهترین روشهای بهایابی، ایجاد کرد.
رابرت کاپلان و رابین کوپر در مطالعات خود، به علت ناکارآمدی و عدم توانایی روشهای سنتی بهایابی بهخصوص برای ارزیابی مقدار واقعی هزینهی غیرمستقیم، این روش را پیشنهاد دادند. آنها در پژوهشهای خود، 3 عامل مستقل را شناسایی کردند که در اجرای روش هزینه یابی بر مبنای فعالیت موثر بودند. این سه عامل عبارتند از:
واقعیت این است که ساختار هزینه در 50 سال گذشته بهشکل قابل توجهی تغییر کرده است. در گذشته، هزینهی نیروی کار %50 از کل هزینهی محصولات را تشکیل میداد و پس از آن مواد اولیه 35% و هزینهی سربار 15% بود. امروزه غیرمعمول نیست که هزینه سربار %60 هزینهی محصول، مواد خام بهطور متوسط %30 و هزینهی نیروی کار کمتر از %10 باشد؛ البته ممکن است در سازمانهای خدماتی و دولتی هزینهی سربار حتی بیشتر هم باشد. به همین دلیل است که استفاده از تعداد ساعات کاری برای تخصیص هزینه تا اواسط قرن بیستم منطقی بود، اما امروزه با توجه به ساختار هزینهی فعلی کاربردی ندارد.
تعداد و کیفیت کار رقیبان کسبوکار در سالهای اخیر بهطور قابل توجهی تغییر کرده است. این امر باعث کاهش مارجین (حاشیهی سود) هزینه در سالهای پیاپی و افزایش اهمیت کنترل هزینه شده است. در این زمینه، اجرای روش هزینه یابی ABC توانایی کنترل بهتر هزینه را امکان پذیر میکند و رقابتپذیری را به دلیل پیشبینی بهتر سود افزایش میدهد.
به لطف پیشرفتها و در دسترس بودن گستردهی فناوری اطلاعات، هزینهی پیادهسازی و اندازهگیری سیستم هزینه یابی ABC به میزان قابل توجهی کاهش یافته است. در گذشته، هزینهی بالای پیادهسازی یک سیستم موثر ABC، آن را فقط برای شرکتهای بزرگ امکانپذیر میکرد.
مزایای هزینه یابی بر مبنای فعالیت چیست؟
- با بهکارگیری روش هزینه یابی بر مبنای فعالیت میتوانید به مزایایی از جمله محاسبهی دقیقتر هزینهی محصولات، کنترل بهتر هزینهها، تصمیمگیریهای کارآمدتر، افزایش شفافیت مالی، سود بیشتر و تخصیص بهتر منابع دست پیدا کنید.
- محاسبهی دقیقتر هزینه محصول
- هزینه یابی بر مبنای فعالیت هزینهی غیرمستقیم را براساس فعالیتهایی که باعث ایجاد آن هزینه میشوند، به محصولات یا خدمات اختصاص میدهد که منجر به محاسبهی دقیقتر هزینهی محصول میشود.
- کنترل بهتر هزینهها
- هزینه یابی ABC درک بهتری از هزینههای مرتبط با فعالیتهای خاص را فراهم میکند و با شناسایی و حذف فعالیتهای غیرضروری، کنترل هزینه را امکانپذیر میکند.
- بهبود تصمیمگیری
- اطلاعات دقیق از هزینههای محصول تولیدشده توسط هزینه یابی بر مبنای ABC به تصمیمگیری آگاهانه در مورد قیمتگذاری، اجزای تشکیلدهندهی محصول و فرایند تولید کمک میکند.
- افزایش شفافیت
- هزینه یابی ABC شفافیت بیشتری را در تخصیص هزینه فراهم میکند و به شناسایی فرایندهای قابل تغییر برای کاهش هزینهی تولید کمک میکند.
- بهبود سودآوری
- هزینه یابی بر مبنای فعالیت ABC، با ارائهی اطلاعات دقیقتری از هزینهی تولید و شناسایی محصولات یا خدمات سودآور و حذف محصولات زیانآور به افزایش بهرهوری کسبوکارها کمک میکند.
- تخصیص بهتر منابع
- هزینه یابی ABC درک بهتری از استفاده از منابع فراهم میکند و تصمیمگیریهای تخصیص بهتر منابع را برای مدیران تولید ممکن میسازد.
به طور کلی، هزینه یابی ABC اطلاعات دقیقتر و مرتبطتری را برای تصمیمگیری فراهم میکند که منجر به بهبود کارایی، بهرهوری و رقابتپذیری برای کسبوکارها میشود.
معایب هزینه یابی بر مبنای فعالیت چیست؟
درست است که هزینه یابی بر مبنای فعالیت دید دقیقتری از هزینهی واقعی محصولات، خدمات و فعالیتها ارائه میدهد. با این حال، مانند هر روش بهایابی دیگری، ABC نیز محدودیتهای خود را دارد. این محدودیتها عبارتند از:
- پیچیدگی
- پیادهسازی هزینه یابی ABC میتواند فرایندی پیچیده و زمانبر باشد که نیاز به تلاش قابل توجهی از سوی سازمان دارد. این کار شامل شناسایی تمام فعالیتها در یک فرایند، تعیین سنجههای هزینهی آنها و تخصیص هزینه براساس آن است که چالشهای خاص خود را دارد.
- هزینهی پیادهسازی
- پیاده سازی سیستم ABC میتواند گران باشد، بهخصوص برای مشاغل کوچک و متوسط. فرایند پیادهسازی نیازمند نرمافزار خاص و آموزشهای تخصصی برای کارکنان است.
- دشواری در شناسایی فعالیتها
- شناسایی تمامی فعالیتها و هزینههای مرتبط با آنها، بهویژه در فرایندهای تولید پیچیده، مشکل است. تعیین اینکه کدام فعالیتها ضروری هستند و کدام فرایندها قابلیت حذف شدن دارند، ممکن است دشوار باشد.
- دقت در جمعآوری دادهها
- سیستم هزینه یابی بر مبنای فعالیت برای تأمین اختصاص صحیح هزینهها نیاز به جمعآوری دقیق دادهها دارد. دادههای نادرست میتواند منجر به تخصیص هزینهی نادرست شود، در نتیجه ممکن است تصمیمات قیمتگذاری اشتباهی را به دنبال داشته باشد.
- زمانبر بودن
- بهایابی به روش ABC میتواند زمانبر باشد، زیرا تخصیص هزینه به فعالیتها به بررسی منظم نیاز دارد. این موضوع بهویژه برای کسبوکارهایی که تعداد زیادی محصول یا خدمات دارند، چالشبرانگیز است.
- مقاومت در برابر تغییر
- هزینه یابی بر مبنای فعالیت ABC میتواند با مقاومت کارمندانی مواجه شود که به روشهای سنتی بهایابی عادت دارند. متقاعد کردن آنها به مزایای سیستم جدید و آموزش آنها برای استفاده از آن، مشکلات خاص خود را خواهد داشت.
مباحث کلیدی در هزینه یابی ABC:
- جدا از مراحل و مزایا و معایب هزینه یابی بر مبنای فعالیت، نکات دیگری نیز وجود دارند که بهتر است در خصوص هزینه یابی ABC بدانید. این مباحث عبارتند از: محرکهای هزینه، همگن بودن فعالیتها، ساختار سلسلهمراتبی، هزینه یابی ABC زمانمحور، هزینهیابی چرخهی عمر و یکپارچگی با روش تولید ناب.
- سنجههای هزینه
- سنجههای هزینه در هزینه یابی ABC عواملی هستند که باعث وقوع هزینه در سازمان میشوند. در واقع، هر فعالیت در یک سازمان ممکن است بهعنوان یک سنجه یا محرک بها شناخته شود. هنگام انتخاب سنجهی بهای مناسب، 3 عامل حائز اهمیت هستند: میزان همبستگی، هزینهی اندازهگیری و آثار رفتاری.
- همگن بودن فعالیتها
- همگن بودن فعالیتها به این معنا است که اقلامی از هزینهی سربار در یک گروه گردآوری شوند که تقریباً به نسبتی یکسان توسط هر یک از محصولات به مصرف برسند. در هزینه یابی ABC، هر فعالیت بهصورت جداگانه بررسی میشود و هزینهی هر فعالیت به محصولاتی که از آن فعالیت بهره میبرند، تخصیص داده میشود. به این ترتیب، با تخصیص دقیقتر هزینه، قابلیت بهبود کیفیت و کاهش هزینه در فرایند تولید بیشتر میشود.
- ساختار سلسلهمراتبی هزینه یابی بر مبنای فعالیت
- در بیشتر مواقع، هزینه یابی ABC یک ساختار سلسلهمراتبی را ایجاد میکند تا به فعالیتها نظم ببخشد. فعالیتها به سطوح اولیه، ثانویه و سوم تقسیم میشوند. این نظام به فهم بهتر رابطهی انواع گوناگون فعالیتها و تاثیری که بر هزینهها دارند کمک خواهد کرد.
- هزینه یابی ABC زمانمحور (TDABC)
- این مدل (Time driven activity based costing) در واقع افزونهای برای هزینه یابی بر مبنای فعالیت است که فرایند اجرای این روش را آسانتر میکند. در این روش، زمان مورد نیاز برای انجام هر عملیات حدس زده میشود و با استفاده از این حدس و گمانها، هزینهها تخصیص داده میشوند. روش TDASC بیش از همه در موقعیتهایی کاربرد دارد که اطلاعات جزئی مورد نیاز برای هزینه یابی ABC آماده یا در دسترس نیستند.
- هزینهیابی چرخهی عمر محصول
- هزینه یابی بر مبنای فعالیت میتواند به حدی توسعه پیدا کند که هزینههای مربوط به محصول یا خدمت، در تمام طول مدت عمر آن ردیابی شوند. یعنی تمام هزینههای مربوط به کالا یا خدمات، از تحقیقات و توسعهی محصول گرفته تا تولید، توزیع و دفع آن بهصورت کامل مشخص میشوند.
- یکپارچه با روش تولید ناب
- تولید ناب یا Lean production یکی از سیستمهای برنامهریزی تولید است و هدف اصلی آن جلوگیری از ایجاد ضایعات تا حد ممکن است. هزینه یابی بر مبنای فعالیت میتواند با این سیستم یکپارچه شود و ضایعات غیرعادی را شناسایی و حذف کند. با فهمیدن هزینههای سهیم در فعالیتهای بدون ارزش افزوده، سازمانها میتوانند فرصتهای پیشرفت و افزایش بهرهوری را شناسایی کنند.
- تعیین زمان طراحی و اجرای سیستم ABC
بهطور خلاصه، فرایند اجرای هزینه یابی ABC شامل مراحل زیر میشود:
- شناسایی و طبقهبندی فعالیتهای مورد نیاز برای تولید محصولات یا ارائهی خدمات
- تخصیص تمام هزینهی مرتبط با هر فعالیت به آن فعالیت
- محاسبهی کل هزینهی هر فعالیت از جمله هزینهی مستقیم و سربار
- تعیین سنجهی بها مانند ساعت کاری یا حجم تولید که باعث بروز هزینه میشوند
- تخصیص هزینهی هر فعالیت براساس مقدار سنجهی بهای مربوط به آن فعالیت
- محاسبهی نرخ سنجهی بهای هر فعالیت با تقسیم کل هزینهی فعالیت بر تعداد سنجهی بهای مربوط به آن
- ضرب تعداد سنجهی هزینهی هر محصول یا خدمت در نرخ سنجهی بهای مربوط به آن فعالیت برای محاسبه هزینه واقعی مربوط به تولید هر محصول یا خدمت
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)
مراحل تخصیص هزینه در سیستم ABC چگونه است؟
ممکن است پیادهسازی یک سیستم هزینه یابی بر مبنای فعالیت (ABC) پیچیده بهنظر برسد و بسته به اندازه و پیچیدگی فعالیتها، محصولات و خدمات هر شرکت تا حدودی متفاوت باشد، اما برای سادهسازی فرایند و پیادهسازی روش ABC به شیوهای کارآمد، میتوانید از فهرست مراحل زیر بهعنوان مرجع استفاده کنید.
- تعریف ابزار پیادهسازی
بهایابی فرایندهای پیچیده، نیازمند نرم افزار هزینه یابی ABC خاص خود است. برای شروع میتوانید نرم افزار ERP خود را سفارشی سازی کنید و ماژول هزینهیابی را به آن اضافه کنید.
- شناسایی فعالیتها
اولین قدم پس از انتخاب نرمافزار، شناسایی تمام فعالیتهایی است که در تولید یک محصول یا خدمات دخیل هستند. ممکن است این فعالیتها شامل مراحل تولید، مونتاژ، آزمایش، بستهبندی، حملونقل، خدمات مشتری و... باشند. علاوهبر این، نکتهی مهم دیگری که باید مورد توجه قرار گیرد، ایجاد یک دستور کار اجرایی با تعاریف روشن از جزئیات مورد پذیرش، معیارهای احتمالی، نقاط عطف و ایدههای اجرایی است.
- تعیین سنجههای هزینه
برای هر فعالیت، سنجه یا محرک هزینه را تعیین کنید. سنجهی هزینه عاملی است که بیشترین تاثیر را بر هزینهی فعالیت دارد. بهعنوان مثال، سنجهی هزینه برای تولید ممکن است تعداد ساعات کار باشد، در حالی که سنجهی هزینه برای حملونقل ممکن است وزن محصول باشد. به این ترتیب فرایند محاسبهی هزینه منسجمتر خواهد بود، زیرا یک رابطه علت و معلولی بین منبع هزینه و مقصد را نشان میدهد.
- تخصیص هزینه به فعالیتها
پس از شناسایی سنجههای هزینه، هزینهی مرتبط با هر فعالیت محاسبه میشود که شامل هزینههای مستقیم مانند نیروی کار و مواد و هزینههای غیرمستقیم مانند هزینهی سربار و اداری است.
- تخصیص هزینه به محصولات یا خدمات
در مرحلهی بعد، هزینهی مربوط به هر فعالیت را میتوان به محصولات یا خدماتی که به آن فعالیتها مرتبط هستند تخصیص داد. این مرحله ممکن است شامل تخصیص هزینه براساس تعداد واحدهای تولید شده، زمان لازم برای انجام فعالیت و عوامل دیگر باشد.
- تجزیه و تحلیل نتایج
در نهایت، نتایج تجزیه و تحلیل ABC ارائهشده توسط نرمافزار را میتوان برای شناسایی فرایندهایی با قابلیت کاهش هزینه و درک دقیقتر از هزینهی مرتبط با هر محصول مورد استفاده قرار داد.
تفاوت اصلی هزینه یابی در شرکتهای تولیدی و شرکتهای بازرگانی
تفاوت اصلی بین هزینه یابی در شرکتهای تولیدی و شرکتهای بازرگانی در نحوهی اندازهگیری و تخصیص هزینهها است. در هزینه یابی برای تولید محصول، هزینهها برای تولید هر واحد محصول بهصورت جداگانه محاسبه میشود و سپس بهطور مستقیم به هر واحد تخصیص داده میشود. در هزینه یابی برای ارائهی خدمات، هزینهها براساس فرایند ارائهی خدمات، به دستههایی مانند پشتیبانی، تعمیر و نگهداری، برنامهریزی، مدیریت پروژه و... تقسیم میشوند. سپس هزینهی هر دسته براساس معیاری مانند ساعت کار، تعداد کارکنان مورد نیاز و... به هر پروژه یا مشتری اختصاص داده میشود.
بهطور کلی، در هزینه یابی برای تولید محصول، هزینهها بیشتر متمرکز بر مواد اولیه، کارگران و ماشینآلات هستند، در حالی که در هزینه یابی برای ارائهی خدمات، هزینهها بیشتر متمرکز بر منابع انسانی، نرمافزارها و زیرساختها هستند. هزینه یابی برای ارائهی خدمات، نیازمند روشهای دقیقتری از تخصیص هزینهها و معیارهای اندازهگیری است تا درک بهتری از هزینههای مربوط به هر پروژه و مشتری حاصل شود
نرم افزار هزینه چگونه به کسبوکارها کمک میکند؟
نرمافزار هزینه یابی ABC با خودکارسازی فرایند تخصیص هزینه، باعث کاهش خطاهای ممکن، صرفهجویی در زمان، کاهش حجم کار تیم مالی و ارائهی دادههای دقیقتر و قابل اعتمادتر میشود و به کسبوکارها در تصمیمگیری درباره قیمتگذاری، ترکیب محصول و تخصیص منابع کمک میکند.
نرم افزار هزینه یابی بر مبنای فعالیت ABC میتواند به کسبوکارها کمک کند تا عملکرد مالی خود را با ارائهی دادههای دقیق هزینه، بهبود تصمیمگیری و شناسایی مناطقی که هزینه در آنها کاهش مییابد، بهبود بخشند.
نرم افزار هزینه یابی ABC سیاق برای چه کسبوکارهایی مناسبتر است؟
- کسبوکارهایی که تولیدکنندهی محصولات یا ارائهدهندهی خدمات بسیار پیچیدهای هستند
- کسبوکارهایی که دارای فعالیتهای پیچیده و متعددی برای تولید کالا یا ارائهی خدمات هستند
- کسبوکارهایی که در آنها هزینهی سربار بیش از ۲۰٪ کل هزینهها را تشکیل میدهد
- کسبوکارهایی که محصولات یا خدمات بسیار متنوعی را ارائه میدهند
- شرکتهایی که به دنبال دقت بیشتر در هزینههای محصول و خدمات خود هستند
- شرکتهایی که نیاز به اطلاعات بیشتر برای قیمتگذاری و مدیریت هزینه دارند
هزینه یابی بر مبنای فعالیت (ABC) با تمرکز بر محاسبهی هزینهی مرتبط با هر فعالیت، به کسبوکارها در شناسایی و بهبود کارآیی و کاهش هزینهی غیرضروری کمک میکند. با استفاده از سیستم هزینه یابی ABC، کسبوکارها میتوانند از دادههای دقیق و قابل اعتماد هزینه استفاده کنند تا تصمیمات مهمی مانند تعیین قیمت، ترکیب محصولات و تخصیص منابع را بگیرند و باعث افزایش سودآوری و رقابتپذیری کسبوکارهای خود شوند. در نتیجه، می توان گفت که نرم افزار هزینه یابی ABC برای کسبوکارها یک ابزار موثر جهت بهبود عملکرد مالی و مدیریت هزینه محسوب میشود.