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Investment Income Calculator

Enter your portfolio

$
%

Dividends and interest paid out each year.

%

The share of the portfolio you plan to spend each year.

More options
%

Yield plus price growth, per year.

%
%
%

A flat blended rate. Use 0 for a Roth or to see pre-tax figures.

yrs

Your results

Monthly income from yield

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Monthly income at your withdrawal rate

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Shares sold in year one

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Portfolio at the end

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IncomeYearlyQuarterlyMonthlyMonthly after tax

Year-by-year withdrawals

Each year's withdrawal is taken at the start of the year; the rest grows at your total return minus fees. Yield covers part of each withdrawal and selling shares covers the rest.

YearStarting balanceWithdrawalFrom yieldFrom selling sharesEnding balance

Results are estimates for educational purposes and are not financial, tax or legal advice.

Planning for the future starts with a number you can trust, and an investment income calculator gives you one in seconds. Enter your starting amount, a realistic return rate, and a regular deposit, and you see your final balance, total contributions, and interest earned for the investment goal you have in mind. If you want to see how the figures change, the investment loan calculator online gives you an instant result you can adjust as you go.

What an Investment Income Calculator Tells You

Think of the tool as a fast way to test an investment plan before you commit real money to it. You describe the plan, and the math shows what the plan could be worth when the clock runs out. Some people use the answer to size up their earning potential. Others use it to decide whether a monthly deposit of $300 or $500 gets them closer to a target. Whether you are just investing for the first time or topping up an existing account, the process is the same. Try the investment distributions calculator online to run your own numbers — everything is calculated in your browser and nothing you enter is stored or sent anywhere.

The result is always an estimate. Markets move, rates change, and a calculator can only assume a steady annual return. Treat the output as a hypothetical projection that helps you compare choices, not a promise about what will happen.

The formula behind the estimate

Every projection here rests on compound interest applied to a starting balance plus a stream of regular deposits. With a starting amount \(P\), a deposit \(D\) made each period, an annual rate \(r\), \(n\) compounding periods per year, and \(t\) years, the balance is:

$$FV = P \times \left(1 + \frac{r}{n}\right)^{nt} + D \times \frac{\left(1 + \frac{r}{n}\right)^{nt} - 1}{r / n}$$

The first term grows your lump sum. The second term grows the deposits, each of which earns interest only for the time it stays invested. Interest earned is simply the final balance minus everything you put in.

How the Investment Calculator Works

Every field in the form maps to one piece of that formula. Understanding what each box does helps you pick sensible values instead of guessing. Try the free compare investment fees calculator to run your own numbers — everything is calculated in your browser and nothing you enter is stored or sent anywhere.

Initial investment and starting amount

Your initial investment is the money already in the account on day one: a rollover, an inheritance, savings you moved over, or the price of the first purchase. The calculator treats this starting amount as the base that compounds for the entire period, so it carries more weight than any single later deposit.

Rate of return and return rate

The rate of return is the yearly percentage your money earns. It is the most influential number in the form, and the easiest to get wrong. A cautious return rate keeps your projection honest. Many investors run three versions of the same plan: a conservative one, a middle one, and an optimistic one.

Compound frequency and compounding

Compounding is how often earnings are added back to the balance so they can earn their own earnings. The compound frequency options usually run from annually to daily. More frequent compounding nudges the result higher, though the gap between monthly and daily is small. For comparison, a plan that is compounded annually will land a little below the same plan compounded monthly.

Additional investments and recurring investments

Regular deposits are what turn a modest start into a large balance. The calculator accepts additional investments weekly, monthly, quarterly, or yearly, and it assumes recurring investments arrive on schedule without gaps. Some versions let you choose whether each deposit lands at the beginning or the end of a period; deposits at the beginning earn a little more.

Investment length and time horizon

Your investment length is the number of years the money stays put. Time is the quiet engine of compounding returns: each extra year builds on every previous year's gains. Longer periods also carry more uncertainty, since nobody knows what the market will do over twenty years.

Compound interest versus simple interest

With simple interest, you earn only on the original amount. With compound interest, you also earn on the earnings already added. Over a few months the difference is tiny; over a decade it is dramatic, which is why this tool reports compounded results rather than a flat yearly payout.

Inflation rate and tax rate

Advanced versions add two more inputs. An inflation rate converts your future balance into today's purchasing power, and a tax rate shows what remains after-tax if gains are taxed each year. Both reduce the headline number, and both make the projection more realistic.

Worked Example: Investment Returns Over 12 Years

Suppose you open an account with $18,400 and add $425 at the end of every month. You assume a 6.8% annual return, compounded monthly, for 12 years. Here are the inputs in one place:

InputValue
Starting amount$18,400
Monthly deposit$425
Rate of return6.8% per year
CompoundingMonthly
Investment length12 years

The monthly rate is 6.8% ÷ 12, or about 0.5667%. Applying the formula over 144 months gives a final balance of $135,732.18. You deposit $18,400 plus 144 payments of $425, which is $79,600 in total, so $56,132.18 of the balance is interest earned. If you left the $18,400 alone with no deposits, it would reach only $41,514.69 over the same 12 years.

Waterfall chart showing an $18,400 starting amount plus $61,200 of deposits and $56,132 of interest earned adding up to a $135,732 final balance
How the starting amount, deposits and interest earned add up to the final balance in the 12-year example.

Year-by-year accumulation schedule

The accumulation schedule below shows how the balance builds. Notice how the interest column starts small and then accelerates.

Stacked area chart of an investment balance over 12 years split into total contributions and interest earned, with interest widening each year
Interest earned widens each year while deposits rise in a straight line.
YearTotal contributionsInterest earnedEnding balance
1$23,500$1,452.93$24,952.93
3$33,700$5,770.31$39,470.31
6$49,000$16,293.93$65,293.93
9$64,300$32,643.14$96,943.14
12$79,600$56,132.18$135,732.18

Read the table from left to right. In year 1 the account earns $1,452.93 on a balance that is mostly your own money. By year 8, the earnings for that single year reach $5,433.59, which tops the $5,100 you deposit during the year. That crossover is the moment compounding starts doing more of the work than you do, and it is the best argument for staying the course through the quiet early years.

Who Uses an Investment Calculator, and Why

Anyone investing toward a goal can use this tool. A new investor checks whether a small monthly habit is worth the effort. A mid-career worker tests how much more retirement savings a raise would create if part of it were deposited. A homeowner compares a brokerage account against paying down a mortgage and building home equity.

The calculator also helps you judge your whole portfolio. Add up your invested capital, enter the amount you expect to add as an annual investment, and compare the projected balance with the figure you need. Consistent investing over many years, even in small amounts, usually beats occasional large bets, and the projection makes that visible. Investing earlier also gives compounding more time to work.

Investment Growth Calculator Scenarios: Rate and Time

The value of an investment growth calculator is that you can change one input and watch the answer move. Two inputs matter most.

What a one-point change in rate does

Keep the same deposits and 12-year length, and change only the annual return. At 5.8% the plan ends at $124,981.32. At 6.8% it ends at $135,732.18. At 7.8% it ends at $147,600.12. One percentage point, up or down, moves the final balance by roughly $11,000 to $12,000.

What extra years do

Time changes the picture more than rate does. At 6.8%, the same plan reaches $85,670.52 after 8 years, $135,732.18 after 12 years, and $201,392.04 after 16 years. Adding four years to the 12-year plan is worth more than a full point of extra return, which is why starting early beats chasing a higher rate.

Heatmap of projected final balance for 5.8%, 6.8% and 7.8% rates of return over 8, 12 and 16 years with the 6.8% and 12-year cell outlined
Final balance for three rates of return and three lengths, with the worked example outlined.

Checking a 16-Year Plan with the Investment Calculator

Marisol is 49 and wants to retire at 65. A $27,350 rollover from an old employer plan sits in an index fund, and she can add $610 each month. Her target is $345,000, because the 4% withdrawal guideline would turn that into $13,800 a year, close to the $1,150 a month she wants to supplement her pension.

She opens the investment calculator and enters $27,350 as the starting amount, $610 as the monthly deposit, 16 years, monthly compounding, and a 7.1% annual return, a figure slightly under the fund's long-run record on purpose. Then she clicks Calculate.

The result reads $301,798.02. Her own deposits and rollover total $144,470, so $157,328.02 comes from compounding. At the 4% guideline, $301,798.02 supports $12,071.92 a year, about $1,005.99 a month, which is $144.01 short of the $1,150 she wants.

Instead of lowering her goal, she changes one input and reruns the projection. At $750 a month, the final balance becomes $351,579.94, which clears $345,000 and supports $14,063.20 a year. That extra $140 a month is the number she takes to her payroll portal this week. She also reruns it at 6.1% to test a weaker market, and the answer drops to $315,442.11, so she keeps the higher deposit as a cushion against a weaker market.

Estimating Income with an Investment Calculator

Some people want a yearly payout, not just a balance. Once you know the ending value, a simple multiplication turns it into an income estimate:

$$\text{Annual income} = \text{Balance} \times \text{Yield}$$

Take the $135,732.18 balance. If it were held in funds paying a 3.5% yield through dividends and interest, it would generate about $4,750.63 a year, or $395.89 a month, while leaving the balance untouched. A higher yield means more income today but usually more risk, and a lower yield means the reverse. This is where an investment calculator pairs well with a withdrawal plan for retirement.

If you reinvest every payout instead, you rely on reinvestment to speed up the balance. That is the default assumption in the schedule above.

Investment Returns by Asset Class

Your return rate should reflect what you actually own. Each asset class has a different typical range, and a different level of volatility along the way.

Stocks

Stocks represent ownership in a company. Over long periods, a broad market index such as the S&P 500 has produced an average annual return near 10% before inflation, though individual years swing widely. Single stocks are riskier than a diversified fund, so stocks usually deserve the most conservative rate in your projection if you hold only a few of them.

Bonds

Bonds are loans to governments or companies that pay interest. Government bonds tend to pay less than stocks but fluctuate less, and corporate bonds offer more yield for more risk. Because bonds smooth out the ride, many investors blend bonds with stocks.

CDs and high-yield savings

A certificate of deposit (CDs) locks your money for a fixed term at a fixed rate, and a savings account or high-yield savings account keeps it accessible. Both are insured up to limits and low in risk, and both usually trail stocks over decades.

Real estate

Real estate can produce rent plus appreciation. It also brings fees, vacancies, and maintenance, so real estate returns are harder to pin to one clean percentage. To model a rental property in the calculator, add the net rent yield to expected appreciation and enter that blended figure in the return field.

Commodities

Commodities such as gold, oil, and grain respond to supply and demand rather than company earnings. They rarely pay regular income, which makes them hard to model as a steady annual figure. If you hold commodities, enter a conservative blended percentage in the return field rather than a single hot year.

Mutual funds and ETFs

Mutual funds and ETFs pool many holdings into one purchase. An index fund tracks a market index, and that low-cost, diversified approach is a common choice for long-term investing in a brokerage account, a Roth IRA, or a 401(k).

  • Stocks: higher historical average, higher volatility
  • Bonds: lower return rate, steadier interest rate income
  • CDs and high-yield savings: lowest risk, lowest long-run growth
  • Real estate and commodities: income and price changes depend on the market

Inflation, Taxes, and Risk in Your Investment Returns

Inflation rate and purchasing power

A dollar buys less every year. The expected inflation rate is the average yearly price rise you assume, and the consumer price index is the usual measure of it. At 2.8% inflation, the $135,732.18 balance from the example has the purchasing power of about $97,446.32 in today's dollars. Picking an inflation adjustment for your deposits keeps them in step with rising prices.

Tax rate and after-tax results

Taxes on dividends and gains reduce what you keep. Tax-advantaged accounts such as a Roth IRA shelter growth, while a regular brokerage account does not. Run the calculator both ways when investing in a taxable account to see the gap in your final balance.

Risk, volatility, and loss of principal

Higher expected returns come with risk. Prices can fall for months or years, and a bad stretch near the end of your plan can cut the balance sharply. Even low-risk choices face a loss of principal in some cases, such as a fund held through a downturn. Your risk tolerance, meaning how much decline you can sit through without selling, should shape the rate you enter.

Diversification and asset allocation

Diversification spreads your money across many holdings so one failure matters less. A sensible asset allocation, the split between stocks, bonds, and cash, reflects your age, goals, and comfort with swings. Enter a blended percentage that matches your allocation in the return field, and subtract fees so the projection reflects what you keep. A financial advisor can help you set the split.

Tips for Using the Return Calculator Well

  • Run three scenarios: a pessimistic, a middle, and an optimistic return rate.
  • Use a realistic rate of return based on what you actually hold, not a best-year figure.
  • Test your end amount: work backward from the nest egg you want to see how much you need to deposit.
  • Revisit the numbers each year, because your deposits, goals, and market conditions change.

Using a rate of return calculator regularly turns a vague hope into a plan you can adjust. Keep expectations modest, keep depositing, and let compounding work in the background while you focus on earning more.

Investment Income Calculator questions

How does an investment income calculator work?

It starts with your initial investment, adds your regular deposits, and applies your expected annual return at the compound frequency you pick. The result is a final balance, the total you invested, and the interest earned along the way.

What rate of return should I enter?

Use a realistic long-run figure for what you actually hold. Broad stock market indexes have averaged roughly 10% a year before inflation over long periods, while bonds, CDs and high-yield savings accounts typically pay less. Many people run a conservative, a middle and an optimistic rate.

What is the difference between compound and simple interest?

Simple interest is earned only on the amount you originally invested. Compound interest is also earned on interest already added to the balance, so it grows faster the longer you stay invested. The calculator shows both so you can see the gap.

Does compounding frequency matter?

Slightly. More frequent compounding, such as monthly or daily instead of annually, produces a somewhat higher balance, but the difference is much smaller than the effect of your rate of return or how many years you stay invested.

How do inflation and taxes change the result?

Inflation reduces what your future balance can buy, so the calculator can show the final value in today's dollars. A tax rate on gains reduces the interest you keep each year. Both lower the headline number and make it more realistic.

Do contributions at the beginning or end of the period matter?

Deposits made at the beginning of each period start earning interest sooner, so they produce a slightly higher final balance than the same deposits made at the end.

How do I estimate income from my investment balance?

Enter the yield you expect the final balance to pay. The calculator multiplies the balance by that yield to show estimated income per year and per month, assuming the balance itself is left untouched.

Is the projection guaranteed?

No. The calculator assumes a steady annual return, but real markets move up and down and investments can lose value. Treat the output as a hypothetical estimate for comparing plans.