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Q: What is the relationship between the present value and time?
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Difference between present value and net present value?

Present value is the result of discounting future amounts to the present. For example, a cash amount of $10,000 received at the end of 5 years will have a present value of $6,210 if the future amount is discounted at 10% compounded annually.Net present value is the present value of the cash inflows minus the present value of the cash outflows. For example, let's assume that an investment of $5,000 today will result in one cash receipt of $10,000 at the end of 5 years. If the investor requires a 10% annual return compounded annually, the net present value of the investment is $1,210. This is the result of the present value of the cash inflow $6,210 (from above) minus the present value of the $5,000 cash outflow. (Since the $5,000 cash outflow occurred at the present time, its present value is $5,000.)


What is the relationship between present and future value?

The relationship is that present value is the current value of future cash flows discounted at the appropriate discount rate. Future values are the amount a present value investment is worth after one or more periods. We learn everything we can in the present so we have some of the answers for the future and what we don't know we ask the pros about. The difference between the two is contributed by time. The value of something (an asset) may typically increase over a period of time. $100 that you give me today is not the same as $100 you give a year later. There is an interest (or return) that accrues when you pay me $100 a year later. The future value after n years of an amount P where R is the rate of interest (in percentage) is calculated as P(1+R/100)**n : using compound interest. If R =50 (that is 50% rate of return, I know it is high) and n = 2 years, the future value of P is P*1.5*1.5=2.25P where is today's value. The Present value can be calculated from the future value as P = F/( (1+R/100)**n ) It is necessary to measure the value of an amount that is allowed to grow at a given interest over a period. This is how the future value is determined.


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