DOI: 10.1002/mde.4519 ISSN: 0143-6570

Backward Growth Accounting: An Economic Tool for Strategic Planning of Business Growth

Ali Zeytoon‐Nejad

ABSTRACT

Business growth is a goal of great importance for its both private and social benefits. Many firms view business growth as an imperative for their survival, stability, and long‐term success. Business growth can be socially beneficial, too, as it enables businesses to expand into new territories where they can stimulate economic growth and development, creates more jobs, increase living standards, and better serve their communities by giving back more through Corporate Social Responsibility (CSR) initiatives. Business growth must be planned reasonably and optimally so that it can effectively achieve its critical ambitions in business practice. The current common practices for planning the supply side of business growth are usually ad‐hoc and lack well‐established mathematical and economic foundations. The present paper argues that business growth planning can be pursued more structurally, reliably, and meaningfully within the framework of Growth Accounting (GA), which was first introduced by Economics Nobel Laureate Robert Solow to study economic growth. It is shown that, although GA was initially put forth as a procedure to explain “economic growth” ex‐post, it can similarly be used to plan “business growth” ex‐ante when a general backward approach is taken in its procedure—called Backward Growth Accounting (BGA) in this paper. Taking this well‐established economic–mathematical approach to planning business growth will enhance the current practices conceptually and structurally, as it is built on the basis of economic logic and mathematical tools. BGA can help businesses identify and plan for key drivers of output growth and assess shortcomings in the growth process, such as poor productivity, inadequate labor utilization, or insufficient capital investment. The paper outlines an eight‐step procedure for planning business growth using BGA and includes appendices with real‐world examples.C5, D2, L1, M11, M21, O4.

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