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PV Formula in Excel

PV Formula or Present Value formula in Excel calculates any loan amount’s present value. By this, we can calculate the amount of loan required to purchase anything or the asset’s present value when we have taken the loan. This is a complete financial formula not seen in any operation calculations.

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Rate: It is the rate of interest per compounding period. We can directly use the whole rinterest rate or we can divide this by the total compounding period, lay a month, ,and use the interest applied for a single month.

Nper: It is the total number of payments or installments paid in the tenure. Payment can be made monthly, quarterly, or yearly.

Pmt: It is a fixed amount we must pay in a period.

The above shown are mandatory arguments required in PV Formula. Below are some optional arguments as well;

Fv: The future value of a borrowed asset at the end of all payments of all periods is made. If we do not keep this value, it will automatically be considered 0.

Type: Use 1 if the EMI is paid at the start of the month, and 0 if the EMI is paid at the end of the month. For this, if we do not keep them in Excel automatically, it will be considered as 0.

How to Use PV Formula in Excel?

PV formula in Excel is very simple and easy to use. Let’s understand how to use PV Formula in Excel with some examples.

You can download this PV Formula Excel Template here – PV Formula Excel Template

Excel PV Formula – Example #1

We have data where a person wants to borrow a loan for an item he wants to buy. A bank is offering a loan with an interest rate of 8% yearly. And that person can pay the loan for 10 years with a fixed monthly payment of near about Rs. 1000/-

If we summarize the above data, then we will have;

As we have discussed in the argument above, we can k the followingeep a rate of interest as it is, or we can divide it within the formula, or else we can first scrub the argument separately and then use it in the formula. For a better understanding, let’s scrub the data separately first. For that, we need a rate of interest applicable per month which will be our Rate, and the total number of payments that will be made in the whole tenure of the loan, which will,l be our Nper.

Now, as per the Input data we have seen above, our Rate is calculated by using the formula =B2/B4

The Result chúng tôi be as given below.

Nper is calculated by using the formula =B3*B4

The Result will be as shown below.

Now for the selected cell for output E2, we will get an argument box for PV Function. Now from there, select the Rate, Nper, and Pmt as calculated above.

As we can see for the function argument of PV Formula, we have selected all the necessary cells in excel. At the bottom left of the argument box, we will get the result of the applied function. Here we are getting the result is negative, which means the borrowed value of the loan amount.

The calculated present value loan amount in INR (Indian Rupees) Rs. 82,421.48/- is the final amount that can be sanctioned to that person for 10-year tenure with an interest rate of 8 if that person pays Rs. 1000/- monthly EMI.

Excel PV Formula – Example #2

Below is another example for which we need to calculate a Present Value or a Discounted value.

For this, go to the edit mode of the cell, where we need to see the output by typing the “=” sign (Equal). And search and select PV Formula in Excel as shown below.

Here we will directly use the data and crunch it in the formula, as shown below. Here we have divided the Rate by the total number of months of the loan period. And Nper is kept at 12 because the loan is only for 12 months. And we have considered the compounding period as 30 Years, which is our FV.

Now press the Enter key to get the result, as shown below.

As the obtained value PV is Rs. 4067.80/- which means the present value of the loan amount for 30 years of compounding will be Rs. 4067.80/-

Things to Remember

A negative sign used in Example 1 shows the borrowed loan amount.

Keeping “0” for Type tells us that the payment is made at the end of the month.

FV is optional, but in some cases where the compound interest rate is applicable, it is recommended to consider FV (Future Value).

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