DEFINITIONS OF FINANCIAL MANAGEMENT /BUSINESS FINANCE :
1. According to Soloman :
" Financial Management is concerned with the efficient use of important economic resource , namely capital funds."
2. According to S.C.Kuchhal,
“Financial management deals with procurement of funds and their effective utilization in the business.”
3. In terms of Wheeler,
“Financial Management is the activity which is concerned with the acquisition and conservation of capital funds in meeting the financial needs and overall objectives of business enterprise.”
4. Guthmann and Dougall defines business finance as,
“The activity concerned with planning, raising, controlling and administering the funds used in the business.”
CONCEPT OF FINANCIAL MANAGEMENT :
Financial management in a business means planning and directing the use of the company’s financial resources -- the cash it generates through its operations and the capital obtained from investors or lenders. Although a company may have an accounting staff or an outside accounting firm to provide financial guidance, financial management is one of the most important aspects of the business owner’s job.
All finance comes at same cost . It is quite imperative that it needs to be carefully managed .
Financial management is concerned with :
1. Optimal procurement -Different available sources of finance are identified and compared in terms of their costs and associated risks .
2. Usage of finance - The finance so procured needs to be invested in a manner that the returns from the investment exceeds the cost of procurement .
NATURE OF FINANCIAL MANAGEMENT :
•Part of overall management .
•Closely related with other disciplines .
•Continuous process .
•Different from accounting .
•Helpful in decision making .
•Wider scope .
•Both science and Art .
1.PROFIT MAXIMIZATION
2.WEALTH MAXIMIZATION
Profit earning is the main aim of every economic activity .
Stockholder’s current wealth in a firm=(No. of shares owned)*(Current stock price per share) .
The share’s market price serves as a performance index and it indicates how well management is doing on behalf of the shareholder.
Wealth maximization means to earn maximum wealth for the shareholders. So, the finance manager tries to give a maximum dividend to the shareholders. He also tries to increase the market value of the shares. The market value of the shares is directly related to the performance of the company. Better the performance, higher is the market value of shares and vice-versa. So, the finance manager must try to maximise shareholder's value.
ARGUMENTS IN FAVOR OF WEALTH MAXIMIZATION :
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)
OBJECTIVES OF FINANCIAL MANAGEMENT:
1.PROFIT MAXIMIZATION
2.WEALTH MAXIMIZATION
1.PROFIT MAXIMIZATION:
Profit earning is the main aim of every economic activity .
A business being an economic institution must earn profit to cover its costs and provide funds for growth .
No business can survive without earning profits .
Profit is a measure of efficiency of a business enterprise .
Profit also serve as a protection against risk which cannot be ensured . The accumulated profit enable a business to face risks like fall in price , competition from other units .
ARGUMENTS IN FAVOR OF PROFIT MAXIMIZATION :
CRITICISM OF PROFIT MAXIMIZATION :
2.WEALTH MAXIMIZATION :
Stockholder’s current wealth in a firm=(No. of shares owned)*(Current stock price per share) .
The share’s market price serves as a performance index and it indicates how well management is doing on behalf of the shareholder.
ARGUMENTS IN FAVOR OF WEALTH MAXIMIZATION :
CRITICISM OF WEALTH MAXIMIZATION :
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)