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DISCOUNTING TECHNIQUE is also called present value technique. It is the process of calculating the present value of cash flows. Discounting is determining the present value of a future amount. Present value is the current value of a future amount. That is in discounting; the present value of cash flows at a specified interest rate at the beginning of a specified period of time is calculated. This is the most essential concept in financial decision making. The present value (P) of a lump sum (F) occurring at the end of n period at i rate of interest is given by the equation
The present value factor can be found out by referring to the present value tables.
Critically examine the pay-back period as a technique of approval of projects.
Q. What is Purchasing Power Risk? Variations in the returns are caused also by the loss of purchasing power of currency. Inflation is the reason behind the loss of purchasing p
Insurance companies The primary purpose of insurance companies is to protect individuals and firms known as policy-holders from adverse events. Insurance companies receive prem
Loans from the financial institutions: Financial institutions such as the commercial bank life insurance corporation, industries financial development corporation bank of the
Part B This case is intended to be an introduction to the various methods used in capital budgeting and looks at some of the decisions that may have to be made when evaluating pro
DISSCUSS THE APPLICABILITY OF AN OPERATING CYCLE IN A VEGETABLE GROWING BUSINESS IN UGANDA?
Why do analysts calculate financial ratios? Ratios are comparative measures. For the reason that the ratios show relative value, they permit financial analysts to compare inf
the salaries paid in 2004 is rs 500000 outstanding is rs 20000 salaries paid in advance for 2004 is rs 30000 what is the actual salary expenditure for 2004 which accounting princip
Q. Describe Factors to Analyze a Company position? - Venture capitalists may be involved in the business because of its significant growth but poorly structured finance. An equ
You plan to borrow $125,000 at a 9.5% annual interest rate. The terms require you to amortize the loan with 10 equal end-of-year payments. How much interest would you be paying i
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