Growth & returns
How much to set aside today for a sum you need later
A present value calculator: clients enter a future amount, a return and a time frame, and see what they would need to invest today to get there.
Included on every plan, even the free Practitioner plan. No card needed.
What is present value?
Present value is today's equivalent of a future amount, found by discounting it at an assumed rate of return. To have $50,000 in 10 years at 6% compounded monthly, you would invest about $27,480 today. Higher rates or longer time frames lower the amount needed now.
When a known future cost comes into view
A child's education, a planned home renovation or a business purchase sets a target and a date. Clients want to know whether to fund it now in one go, and how much, before they look at monthly savings.
What the client types into a search box
“how much do I need to invest now to have 50000 in 10 years”
How a client works through it
Enter the future amount
The sum needed at the target date.
Choose compounding
Monthly, quarterly or annual.
Enter return and years
The assumed rate and time until the money is needed.
See the amount today
The present value and the growth that makes up the difference.
What lands in your inbox
When a client asks your firm to review the result, the request arrives as a contact record with their inputs and results attached, by email and, on paid plans, by webhook to your CRM.
Received
The future amount, rate and years reveal a specific goal and timeline. A large goal with a short horizon suggests a savings plan or a financing conversation. A business-sounding amount may point to a buyout or settlement valuation.
Why is the amount today so much lower?
Invest Today is the present value. Total Growth is the difference between it and the Future Amount, earned by compounding. The longer the time and higher the rate, the bigger the growth share.
Results are in nominal dollars, so a future target of $50,000 will buy less than $50,000 buys today.
Results shown: Invest Today · Future Amount · Total Growth.
$50,000 in ten years
At 6% compounded monthly for 10 years, the growth factor is (1 + 0.06/12)^120 ≈ 1.8194. Dividing $50,000 by 1.8194 gives about $27,480, the amount to invest today.
How do firms use present value with clients?
Present value underpins pension, lump-sum, lease and valuation decisions. Showing it plainly helps clients understand why money today is worth more than money later, which supports many recommendations a firm makes.
For business clients, the same logic values a future payment or a buyout offer.
Follow-ups this request opens
- Build a funding plan for the goal
- Choose an account suited to the timeline
- Value a settlement, buyout or pension offer
- Compare lump-sum funding with monthly saving
What this calculator leaves out
- Constant rate of return.
- Taxes and inflation are not included.
- A single lump sum, not regular deposits.
- Not a valuation of a business or legal settlement.
Platform disclaimer shown under the calculator: Estimates only. Assumes a constant rate of return compounded at the selected frequency; actual returns vary and taxes and inflation are not included.
Compliance note for firms
Present value depends heavily on the discount rate. When an adviser or CPA uses it to support a recommendation, such as a pension election or a buyout, document the rate and why it is reasonable, in line with Circular 230 §10.37 for tax practitioners.
Not legal advice. See our disclaimer and the guide to compliance for client calculators.
Terms your client sees in the calculator
These definitions appear in the calculator's collapsible Definitions block, so clients don't have to call to ask what a label means.
- Present value
- The amount you would need to invest today, at a given rate of return, to reach a specific future amount. It is found by discounting the future amount back to today. At 6% compounded monthly, $50,000 in 10 years has a present value of about $27,480, which is the invest-today figure this calculator reports.
- Future value
- The amount an investment will be worth at a later date after growing at a given rate. Here it is the target you enter: the sum you want to have when the time is up. Present value and future value are the same calculation run in opposite directions.
- Discount rate
- The rate used to translate a future amount into today’s dollars; in this calculator it is the annual return you expect to earn. The higher the rate, the less you need to invest today, because more of the target comes from growth. Choosing an optimistic rate understates what you actually need to set aside.
- Compounding frequency
- How often earned interest is added to the balance so that it starts earning too: annually, quarterly, monthly or daily. More frequent compounding produces slightly more growth at the same annual rate, so it slightly lowers the amount you need today. The effect is small compared with the rate and the number of years.
- Time value of money
- The principle that a dollar today is worth more than a dollar in the future, because today’s dollar can be invested and grow. Present value calculations put that principle into numbers. It is also why starting earlier matters: each extra year of compounding lowers the amount you must invest now.
- Total growth
- The future amount minus the amount invested today: the part of the target that comes from compounded returns rather than your own money. Over longer periods or at higher rates, growth makes up a larger share of the total. It assumes the full return is reinvested and not reduced by taxes or fees.
In our glossary: Present value · Discount rate
Present Value calculator: questions from firms and clients
What rate should I use?
The return you realistically expect on the money until it's needed.
Does it include inflation?
No. Enter the future amount in future dollars.
Are taxes included?
No, so a taxable account would need more today.
What if I'll save monthly instead?
Use the future value calculator with regular deposits instead.
Is this how pensions are valued?
Similar principle. See the pension vs. lump sum calculator.
Does compounding frequency matter?
Slightly; more frequent compounding lowers the amount needed today.
Is the result guaranteed?
No, it depends on the rate assumed.
Which plan includes it?
Every plan, including the free Practitioner plan, which runs up to 5 calculators at once alongside the other investment tools. Firm (up to 50) and Network (no cap) add webhooks and white-label. See pricing.
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