Become a wise investor by using our user-friendly future value calculator. Simply process the necessary variables to rapidly calculate an investment’s future worth without having to perform any computations.
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Result
Future Value: $
PV (Present Value) | |
Total Periodic Deposits | |
Total Interest |
Starting Amount:
PeriodIc Deposit:
Interest:
Schedule
No | Start Balance | Deposit | Interest | End Balance |
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Future value is a key concept in finance that measures the worth of money across time. This concept uses compound interest or growth to compute the predicted value of an investment at a later period. Typically, it is calculated using the formula below:
FV=PV (1+r)n, where:
‘FV’ is an abbreviation for the ‘Future Value’ concept and ‘PV’ symbolizes the ‘original investment balance’ or ‘present value.’ The letters ‘r’ and ‘n’ stand for ‘annually expressed interest rate’ and ‘number of years money is invested for,’ respectively. Hint: Some people use the letter ‘i’ to express the ‘interest rate per year’
Hint: Some people use the letter ‘i’ to express the ‘interest rate per year’
FV of an annuity intends to determine the worth of a sequence of recurring payments conducted at regular periods. This type considers both the initial principle (amount) and the interest received over time. Contributions to retirement accounts (like 401(k)) is a prime example of this FV calculation type.
The future value of a lump sum aims to evaluate the long-term worth of a single deposit or investment amount. In order to do that successfully, this FV kind considers compounded interest. It is most suitable for predicting returns on assets, like bonds or CDs.
Let’s consider an example of Ross who made an initial investment of $1000 at an annual interest rate of 5%. Determine the final worth of Ross’ investment in 10 years.
Initial investment (also known as Present Value (PV)) = $1000
Applied interest rate = 5% per year
By converting interest rate (r) in decimal form, we’ll get ‘0.05’
Number of periods (n): 10 years
By substituting values in the formula of Future Value, we’ll get
FV=1000 (1+0.05)10
FV=1000 (1.05)10
FV=1000 (1.62889462677744140625)
FV=1628.89
Hence, Ross’ investment of $1000 will grow to $1628.89 in 10 years
Our FV calculator offers an easy approach to calculate the eventual value of an investment. This tool’s algorithms have been trained using industry-standard formulae to calculate future value swiftly and correctly. Here’s how easy it is to get started with this future value of money calculator:
Enter the initial investment or present value.
Define the number of compounding periods.
Specify the percentage of interest rate per compounding period.
Add the periodic deposit amount.
Pick an appropriate time (either beginning or end) of periodic deposit.
Tap the ‘Calculate’ button and process your data for computation.
In addition to the free-of-cost availability, accessibility on any internet-connected device, and 24/7 approachability, our future value calculator boasts multiple advanced features. Here is a description of those features:
This FV calculator is completely based on users’ inputs and the generic formula for future value. Hence, the tool enables users to obtain personalized outcomes by entering customized inputs.
This online utility is a detailed future value calculator. The tool helps customers acquire insights into their FVs by displaying present value, total deposits, and total interest in a straightforward and understandable style.
This online tool uses interactive graphics to show the growth of investments in addition to calculations. Therefore, the tool makes it easy to demonstrate original investment, interest accrual, and recurring deposits.