Savings on Hand (PV) (can be 0):

Periodic Savings Amount?:

Number of Periods to Save? (#):

Annual Interest Rate?:

Goal Amount (future value)?:

Today's Date? (m/d/y):

//

First Deposit Date? (m/d/y):

//

Deposit Frequency?:

Compounding Frequency?:

Total Amount Invested:

Interest Earned:

Last Deposit Date:

(c) 2013 Pine Grove Software, LLC All rights reserved.

Use a savings calculator to quickly plan for retirement, a college education or some other purchase

If you have already started to save toward a goal, enter the amount you have saved in "Savings on Hand". Otherwise leave this set to zero.

This calculator will calculate any one of four variables: "Annual Interest Rate or ROI", "Number of Periods to Save", "Periodic Savings Amount" and "Goal Amount". Enter zero for the one unknown.

Example, if you want $100,000 after 15 years and you can afford to save $5,000 a year, what interest rate to you have to earn on your savings? Since we are going to solve for the return on investment, enter "0" for the "Annual Interest Rate". Let's assume we'll make an annual contribution to our savings plan once a year. Therefore, enter "15" for the "Number of Periods" Also set the "Savings Frequency" and "Compounding Frequency" to "Annually". Enter "5,000" for the "Periodic Savings Amount" as the amount saved each year. Enter "100,000" as the "Goal Amount"

Click "Calc" and the result should be "3.5%".

So, in order to reach your goal of $100,000 after 15 years, you'll need to earn 3.5% on your annual deposits. In a similar way, you can also calculate how much you have to save periodically or what amount you'll have after saving a specified amount. Finally, you can also calculate how long it will take to reach a goal. Simply enter a "0" for the unknown and enter the other values.

If you are starting to save today, then set "Deposits Made When" to "Start-of-Period". Otherwise it is best to set this option to "End-of-Period" as that is the more conservative choice. Notice you "Periodic Savings Amount" has to be higher when set to "End-of-Period". The reason is, you are starting later. The later you start saving, the more you have to save each period. If you are saving monthly, and if you make regular contributions, it is better to save on the 1st of the month rather than the last day of the month.

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Currency

$1,234.56

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Conventions:

€1,234.56

€1.234,56

1 234,56 €

1.234,56 €

Click on desired currency convention or style to change.

New 03/04/2013 (BETA): Changed technology used which is both faster and more reliable. Added ability to create a schedule and to visualize the cash flow using charts. Please let us know of any problems — contact us

This calculator complements our Withdrawal Calculator. Use the two together to plan for a large purchase or retirement.

A savings calculator helps you to plan. You set a goal and it provides guidance and helps you to reach that goal. With any good compounded savings calculator the five most important inputs that you have to think about are: (1) the amount you have already saved (if anything); (2) what you expect to earn on your investments; (3) the number of periods you plan to make regular deposits; (4) the amount you plan to regularly save; and (5) and the goal amount you want to achieve.

The **Pine Grove Software Savings Calculator** will solve for any one of four inputs. (You either currently have some savings or you don't. Therefore it is not possible to calculate current savings — beyond adding up the money in various accounts of course.) With any of the other four inputs, you enter a zero for the one unknown value to indicate what you want calculated. This design gives you the ability to answer any of the following questions:

- How much do I have to save regularly to reach my goal amount?
- Assuming a regular savings amount of "X", how much will I have after "Y" periods?
- How many more periods do I have to save to reach my goal?
- What rate of return do I have to achieve to reach my goal in "X" periods?

Please click on the above "Help" button for details.

We think our savings calculator is a unique design. After you have planned out a strategy for reaching your financial goals, you can also use this calculator to see how long your goal amount will last once you start making regular withdrawals. How do you setup this calculation? It's simple.

Enter in the "Savings on Hand" your goal amount. Enter "0" for the "Number of Periods" Now, here's the secret. For the "Periodic Savings Amount" enter the amount you want to regularly withdrawal as a negative value. And, since you want to see how long the goal amount will last, that is, you are going to withdrawal "X" amount until the future value is zero, you are going to enter "0" as the goal.

Naturally, you can also calculate the amount you can withdrawal if you want to set the number of periods. Remember, if you are making monthly withdrawals and you want the money to last 30 years, then you would enter 360 for the "Number of Periods".

One other thing we should point out. If you set the "Savings on Hand" and the "Goal Amount" to the same value, enter an interest rate and any number of periods, the calculator will calculate a withdrawal amount equal to the interest earned in the period. If you use this amount as your withdrawal amount, then you'll never deplete your principal — that is, you'll never run out of money.

If you want to calculate the future value on a single amount (no deposits or withdrawals made) then use our online compound interest calculator.

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