Portfolio Return Calculator
Investing & ReturnsThe blended return of your whole portfolio.
Annualized return: 4.40%
What do you want to find?
Your portfolio
Add each position with its value at the start and end of the period, plus any cash that moved in or out.
US Stocks is 54% of the portfolio — a large single-holding bet.
Allocation: beginning, ending & target
- US Stocks50% → 54%
- International25% → 24%
- Bonds25% → 22%
Portfolio value over the period
How the total value moved from start to finish, with the capital you put in and the same figure in today's money.
Return contribution by holding
Each holding's share of the portfolio's return — its beginning weight times its return. They add up to the whole.
- US Stocks12.00%
- International2.50%
- Bonds0.80%
Holding performance
The price return of each holding over the period, best to worst.
- US Stocks24.0%
- International10.0%
- Bonds3.2%
Where the ending value came from
Starting capital, the cash you added, market gains, income and the drag from fees.
- Starting value+$100,000
- Net contributions+$3,000
- Market gain+$12,300
- Income+$1,900
- Fees−$220
Fee & tax impact
Your gain before costs, after fees, and after tax — the figure you actually keep.
- Before fees$14,200
- After fees$13,980
- After fees & tax$11,883
Allocation drift
How far each holding's ending weight sits above or below its target.
- US Stocks+3.8 pp
- International−6.1 pp
- Bonds+2.4 pp
Rebalancing trades
Buy (+) or sell (−) to bring each holding back to its target weight.
- US Stocks−$4,350
- International+$7,090
- Bonds−$2,740
You vs the benchmark
Your annualized return next to the benchmark rate.
- Your portfolio4.40%
- Benchmark9.00%
Sensitivity to the ending value
How the annualized return shifts if the ending value lands above or below your estimate.
Risk vs return
Your portfolio's annualized return against its volatility, with the risk-free rate marked.
Drawdown
How far the portfolio sat below its previous high through the history.
Distribution of returns
How often each range of period returns occurred, against a normal curve.
How the return is built
From the cash flows to the money-weighted return and its annualized figure.
- Ending value$115,300
- Add withdrawals + income taken+ $3,900
- Subtract starting value + contributions− $105,000
- Subtract fees− $220
- Net profit$13,980
- Average capital at work÷ $101,500
- Money-weighted return13.77%
- Annualized over 3 years4.40%
Holding-by-holding return
| Holding | Start | End | Gain / loss | Return | End weight | Contribution |
|---|---|---|---|---|---|---|
| US Stocks | $50,000 | $62,000 | +$7,680 | 24.0% | 53.8% | 12.00% |
| International | $25,000 | $27,500 | +$2,840 | 10.0% | 23.9% | 2.50% |
| Bonds | $25,000 | $25,800 | +$3,460 | 3.2% | 22.4% | 0.80% |
| Portfolio | $100,000 | $115,300 | +$13,980 | 15.3% | 100% | 15.30% |
Allocation & rebalancing
| Holding | Begin % | End % | Target % | Drift | Trade |
|---|---|---|---|---|---|
| US Stocks | 50.0% | 53.8% | 50% | +3.8 pp | −$4,350 |
| International | 25.0% | 23.9% | 30% | −6.1 pp | +$7,090 |
| Bonds | 25.0% | 22.4% | 20% | +2.4 pp | −$2,740 |
Return measures
| Simple returnStart to end, ignores cash flows | 15.30% |
|---|---|
| Contribution-adjustedProfit ÷ all capital invested | 13.31% |
| Money-weighted (total)Profit ÷ average capital | 13.77% |
| AnnualizedMoney-weighted, per year | 4.40% |
| Real (after inflation)Annualized, in today's money | 1.35% |
| After-tax (annualized)Net of the gains tax | 3.76% |
| Time-weighted (annualized)From your performance history | 6.02% |
Risk metrics
| Average annual return | 6.63% |
|---|---|
| Volatility | 11.92% |
| Downside deviation | 5.10% |
| Sharpe ratio | 0.39 |
| Sortino ratio | 0.91 |
| Maximum drawdown | -12.00% |
| Beta | n/a |
| Alpha | n/a |
| Positive periods | 75% |
Benchmark comparison
| Your annualized return | 4.40% |
|---|---|
| Benchmark return | 9.00% |
| Difference | −4.60 pp |
| Your value (start grown) | $113,773 |
| Benchmark value | $129,503 |
| Value difference | −$15,730 |
Fees & tax
| Gain before costs | $14,200 |
|---|---|
| Fees | − $220 |
| Tax | − $2,097 |
| Net gain kept | $11,883 |
Performance history (time-weighted)
| Period | Return | Cumulative |
|---|---|---|
| Period 1 | 14.0% | 14.0% |
| Period 2 | -8.0% | 4.9% |
| Period 3 | 22.0% | 28.0% |
| Period 4 | 6.0% | 35.6% |
| Period 5 | -12.0% | 19.4% |
| Period 6 | 18.0% | 40.8% |
| Period 7 | 9.0% | 53.5% |
| Period 8 | 4.0% | 59.7% |
| Time-weighted return | 59.7% | 6.02% |
Sensitivity by ending value
What your annualized return would be at different ending values.
| Ending value | Value | Annualized |
|---|---|---|
| -15% | $98,005 | -1.10% |
| -10% | $103,770 | 0.80% |
| -5% | $109,535 | 2.63% |
| Your estimate | $115,300 | 4.40% |
| +5% | $121,065 | 6.10% |
| +10% | $126,830 | 7.76% |
| +15% | $132,595 | 9.37% |
The formulas
Every figure on this page comes from these relationships.
Profit = (End + Withdrawals + Income) − (Start + Contributions) − FeesYour true profit: everything you have or took out, less everything you put in, less costs.
MWR = Profit ÷ [Start + ½(Contributions − Withdrawals)]Profit measured against the average capital actually at work over the period.
Annualized = (1 + MWR)^(1 ÷ years) − 1The money-weighted return spread evenly across each year.
TWR = (1 + r₁)(1 + r₂)…(1 + rₙ) − 1Each period's return chained together — the holdings' own return, blind to your cash flows.
Drift = Σ | ending weight − target weight | ÷ 2Half the sum of the gaps between your weights and targets — the share of the portfolio that must move.
Worked example
Picture a portfolio worth $100,000 at the start of the year — $60,000 in shares and $40,000 in bonds. Mid-year you add $10,000, and by year-end it is worth $124,000, with no withdrawals, income or fees. The simple return looks like $24,000 on $100,000, or 24%. But that flatters you: $10,000 of the gain is just money you added. Counted properly, the profit is $124,000 − $110,000 = $14,000 against an average capital of $105,000 — a money-weighted return of about 13.3%. That contribution-aware figure, not the headline 24%, is what your money actually earned.
Your portfolio, in words
Your portfolio runs from $100,000 to $115,300, a net gain of $13,980. Counting the cash you moved in and out, that is a money-weighted return of 13.77% over the period, or 4.40% a year. The flow-blind simple return reads 15.30% — the gap between the two is the mark your contributions and withdrawals leave.
Key terms
- Simple return
- The change from start to end as a percent of the start, ignoring any money you added or took out.
- Money-weighted return
- Your actual per-dollar return, which accounts for the size and timing of contributions and withdrawals.
- Time-weighted return
- Chains each period's return together, stripping out the effect of cash-flow timing — how the holdings themselves performed.
- Allocation drift
- How far your current weights have wandered from your targets as winners and losers move.
- Rebalancing
- Buying and selling to bring each holding back to its target weight.
- Sharpe ratio
- Return earned above the risk-free rate per unit of total volatility — higher is better.
- Maximum drawdown
- The deepest fall from a peak to a later trough across the history.
- Concentration
- How much of the portfolio sits in a single holding; large single-name bets raise risk.
Method & assumptions
The holdings table gives every return, the allocation and the rebalancing trades from each position's start and end value plus the cash that moved. The headline is the money-weighted return (simple Dietz), which weights contributions and withdrawals at mid-period, then annualizes it over your holding period. The optional performance history is a separate series used only for volatility, the Sharpe and Sortino ratios, drawdown and the time-weighted return, annualized on its own length. The benchmark is compared rate to rate; beta and alpha need a benchmark history of equal length. Inflation uses the Fisher relation; tax is charged once on the profit.
Estimates for education, not investment advice. Benchmark presets are illustrative long-run averages, not live quotes; past performance never guarantees future results.
Know what this estimate is based on
- Jurisdiction
- General mathematical model
- Scope and limitations
- Scenario model, not a forecast. Returns, volatility, inflation, fees, and taxes are assumptions and actual investment outcomes can be lower or negative.
- Source links checked
- Jul 30, 2026
Built and regression-tested by Smart Tools Lab. It has not been individually reviewed by a licensed financial, tax, or legal professional.
How to use
- 01
List every holding with its value at the start and end of the period, then add the cash that moved during it — contributions you paid in, withdrawals you took out, dividends or interest the holding produced, and any fees. Set a target weight for each so the tool can measure drift and the trades to fix it.
- 02
Open Advanced to layer on inflation for a real return, a tax on the gain, a risk-free rate and a benchmark to measure against. Add an optional performance history — your return for each past period — to unlock volatility, the Sharpe and Sortino ratios, drawdown and the time-weighted return.
- 03
Read your money-weighted return alongside the simple return, the per-holding contributions, the best and worst performers, the allocation drift and the rebalancing trades, then switch the mode to solve for a target value, a required return or a contribution, and save scenarios to compare portfolios side by side.
Formula
Profit = ending value + withdrawals + income − starting value − contributions − fees. The headline simple-Dietz return is profit ÷ average capital, where average capital = starting value + 0.5 × (contributions − withdrawals). Annualized return = (1 + Dietz return)^(1 ÷ years) − 1. Optional performance history is chained separately for time-weighted return.
Example
A portfolio starts at 100,000 and ends one year later at 108,000, with no contributions, withdrawals, income recorded separately or fees. Profit is 8,000, average capital is 100,000 and the money-weighted return is 8%.
Definitions
- Simple Dietz return
- A money-weighted approximation that assumes contributions and withdrawals occur halfway through the measurement period.
- Average capital
- Starting value plus half of net external cash flows, the denominator in the Dietz return.
- Time-weighted return
- The geometric chain of periodic performance returns, designed to remove the effect of external cash flows.
- Allocation drift
- The difference between an asset's current portfolio weight and its target weight.
- Rebalancing trade
- The buy or sell amount needed to return an asset to its target allocation.
Good to know
What portfolio return really measures
A portfolio return tries to answer one honest question: across everything you own, how well did your money actually do? That is harder than it sounds, because a real portfolio is not a single investment left untouched. You hold several things at once, their weights drift as some rise and others fall, and you pour money in and pull money out along the way. A naive glance at the starting and ending balance mixes all of that together — growth, deposits, withdrawals and income — into one number that flatters or misleads. This calculator separates the strands. It takes each holding's starting and ending value plus the cash that moved, applies the same profit identity a careful accountant would, and reports the return your capital genuinely earned rather than the change in the balance. For the default portfolio, three holdings worth 100,000 grow to 115,300 over three years, but that 15,300 swing is not the whole story: some of it is a 5,000 contribution, offset by a 2,000 withdrawal, plus 1,900 of income and 220 of fees. Untangled, the real profit is 13,980. Getting that number right is the foundation everything else on the page is built on — the per-holding breakdown, the allocation analysis, the risk metrics and the benchmark all depend on first measuring the return honestly.
The cash-flow identity behind net gain
Every figure here rests on one tidy equation. Your profit equals everything you ended up with, plus everything you took out and everything the holdings paid you, minus everything you put in, minus what it cost. In symbols: profit = (ending value + withdrawals + income) − (starting value + contributions) − fees. The logic is just bookkeeping. You started with the opening value and added contributions, so that is your capital in. Against it you can set the ending value you still hold, the withdrawals you already banked and the income the portfolio threw off, less the fees that leaked away. For the default portfolio that is (115,300 + 2,000 + 1,900) − (100,000 + 5,000) − 220 = 13,980. The identity also pins down a subtle trap the calculator warns about. Income and withdrawals are different lines: income is what a holding generated; a withdrawal is capital you removed. If you took a dividend as spending money and logged it as both, you would count the same cash twice and overstate your gain. Record each pound or dollar once, in the line that describes what it actually was, and the profit comes out right.
Simple, contribution-adjusted and money-weighted return
Three returns describe the same portfolio, and knowing which is which prevents most misreadings. The simple return looks only at the endpoints: ending minus starting, over starting — 15.30% for the default. It is easy to quote and almost always too generous for a portfolio you added to, because part of that higher ending value is money you deposited, not growth. The contribution-adjusted return fixes the most obvious part of that by dividing the real profit by all the capital you put in, here 13,980 over 105,000, about 13.31%. The money-weighted return, the calculator's headline, goes further and divides the profit by the average capital actually at work over the period — starting value plus half the net new money, since on average those flows were invested for half the time. For the default that average capital is 101,500, giving roughly 13.77% in total, or about 4.40% once spread across the three years. The money-weighted figure is the fairest summary of what your own decisions earned, which is why it leads, with the simple return shown beside it as the flow-blind foil that shows how much the contributions and withdrawals moved the headline.
Time-weighted versus money-weighted: two honest numbers
Professional performance reporting leans on two different returns, and confusing them causes endless arguments. The money-weighted return measures your experience: it is sensitive to when you added or withdrew money, so a well-timed top-up before a rally lifts it and a withdrawal before a rebound hurts it. The time-weighted return deliberately removes that timing by chaining each period's percentage return together — the way a fund quotes its track record — so it reflects how the holdings themselves performed, regardless of when cash came and went. Neither is wrong; they answer different questions. A fund manager should be judged on the time-weighted return, because they do not control your deposits. You should judge your own outcome on the money-weighted return, because your timing is part of your result. Because the two need different inputs — your cash flows for one, a clean series of period returns for the other — this calculator computes the money-weighted return from the holdings table and the time-weighted return from the optional performance history, presenting each clearly labeled. The time-weighted figure also tends to sit below the simple average of the period returns, a quiet reminder that volatility itself drags on compounded growth.
Why asset allocation drives most of your return
The single most important fact about a portfolio's return is that it is a weighted average of its parts. Each holding contributes its own return scaled by how much of the portfolio it represents, and those contributions sum exactly to the whole. This is why allocation — how you split the money — usually matters more than security selection inside any one sleeve. A spectacular return on two percent of the portfolio barely registers; a mediocre return on half of it dominates. The calculator makes this concrete by listing every holding's beginning weight, its return, and the product of the two, its contribution in percentage points. In the default portfolio the equity sleeve, returning 24% on half the money, contributes 12 of the 15.3 points; international adds 2.5 and bonds 0.8. Seeing the breakdown changes how you think about performance: a year that felt great may have come from one oversized position, leaving you more concentrated and more fragile than you realized, while a disappointing year might reflect a sensible, diversified mix simply doing what it was built to do. Return attribution turns a single headline into a map of where your result actually came from.
How dividends and income shape the result
Total return has two engines: price change and income. Ignoring the second understates the first, sometimes badly, because for income-heavy holdings like bonds and dividend stocks the cash thrown off can be a large share of the whole return. The calculator treats income — dividends, interest, distributions — as part of your gain whether you reinvested it or spent it, so you enter what each holding produced and it flows into the profit. The one discipline required is to avoid double-counting. If income was reinvested and is already sitting inside your ending value, leave the income field blank, because the ending value already captures it. If instead you took the income as cash, record it in the income line and not as a withdrawal, so the same money is not counted twice. Handled this way, the tool gives you a genuine total return rather than a price-only return that quietly omits a third of what a balanced portfolio actually delivered. It is a small data-entry decision with a large effect on whether the headline number tells the truth.
How fees and taxes erode what you keep
What you earn and what you actually pocket are two different numbers, and a pair of forces opens the gap between them. Fees come first. Expense ratios, platform charges and trading costs skim a slice of the balance every period, and because that slice would otherwise have kept compounding, its damage grows over time — a charge that seems negligible in any one year quietly compounds into a serious drag across a decade. The calculator subtracts the fees you enter from the gain and shows the result both before and after them. Tax comes second. When you crystallize a gain, a slice goes to the tax authority; the tool models this as a single charge on the profit, mirroring a capital-gains bill at sale rather than a nibble each year, and it never taxes a loss. The fee-and-tax panel lays out the gain before costs, after fees, and after fees and tax, so you can see in money rather than abstractions how much of the headline you actually take home. The takeaway is an old one made tangible: keep costs low, shelter gains from tax wherever the rules allow, and measure investments by the net figure — the gross number is one you never actually get to spend.
Allocation drift and why it happens
Set a target mix and walk away, and the market will quietly rearrange it for you. Whatever rises becomes a larger share of the portfolio; whatever falls becomes a smaller one. After a strong run in equities, a portfolio you built as sixty percent stocks can easily become seventy, carrying more risk than you signed up for — precisely when valuations are highest and the temptation to do nothing is strongest. This is allocation drift, and it is not a mistake so much as the natural consequence of holding things that move differently. The calculator measures it two ways: the drift of each holding, which is its ending weight minus its target, and a single portfolio drift equal to half the sum of those gaps, which represents the share of the whole that has wandered off plan. In the default portfolio the US-stock holding sits above its target while the international holding has slipped well below, leaving a one-way drift of about six percent. Watching that number is how you catch risk creeping into a portfolio before a downturn turns the drift you ignored into a loss larger than you intended.
How rebalancing works
Rebalancing is the discipline that answers drift: periodically trading back toward your target weights, which mechanically trims what has run up and adds to what has lagged — selling high and buying low without having to predict anything. The calculator turns your targets into an explicit shopping list. For each holding it computes the trade as your target weight times the current portfolio value, minus what that holding is worth now; a positive number means buy, a negative one means sell. Because you are only reshuffling the existing pot rather than adding to it, the buys offset the sells exactly — a useful check that the plan is internally consistent. If your targets do not quite add up to a hundred percent, the tool rescales them before computing the trades, so they still balance. Rebalancing is not free — it can trigger costs and taxes, which is why many investors do it on a schedule or only when drift crosses a band rather than constantly — but as a framework it keeps a portfolio aligned with the risk you actually chose, instead of the risk the last bull market handed you by accident.
Risk-adjusted return: volatility, Sharpe and Sortino
A return is only half a story; the other half is the risk you took to get it, and a high return earned through wild swings is not obviously better than a steadier, lower one. To weigh the two, you need a measure of variability, which is where the optional performance history comes in — volatility cannot be seen in a single start-and-end snapshot, only in the bumps between. From a series of period returns the calculator computes volatility as the standard deviation, then forms two ratios. The Sharpe ratio divides the return earned above the risk-free rate by that volatility, so a higher number means more reward per unit of risk; it is the most widely used yardstick for comparing portfolios of different riskiness. The Sortino ratio refines the idea by counting only downside deviation in the denominator, on the reasonable view that investors do not lose sleep over upside surprises — only over losses. Together they reframe performance: instead of asking merely how much a portfolio returned, they ask how efficiently it converted risk into return, which is the question that actually distinguishes skill and good design from luck and leverage.
Maximum drawdown and the path returns hide
Averages are smooth; markets are not, and the difference is where real investors get hurt. Maximum drawdown captures it by measuring the steepest slide from an earlier high down to a later low across your history — the worst loss you would have weathered had you bought at the top and held all the way to the bottom. It speaks to something neither the average return nor even volatility fully conveys: the lived experience of the path. Two portfolios can finish with identical returns while one drifted gently upward and the other plunged forty percent before recovering, and it is the second that tests an investor's nerve, tempts a panic sale at the bottom, and matters most to anyone who might need to withdraw during the slump. The calculator builds the cumulative value path from your performance history, finds the largest peak-to-trough decline, and charts the underwater curve so you can see how long and how deep the worst stretch was. Because the path, not just the destination, determines whether you actually stay invested long enough to earn the return, drawdown often deserves as much attention as the headline figure beside it.
Benchmarking your portfolio honestly
A return only acquires meaning next to an alternative. Earning eight percent is superb next to cash and forgettable next to a booming equity market, and only a comparison tells you which. The calculator benchmarks like with like: it sets your annualized return against a benchmark annual rate — a broad stock index, a bond index, or any figure you supply — and also grows your starting value at each rate so you can see the gap in money as well as in percentage points. There is a deliberate honesty in comparing rate to rate rather than pitting your contribution-fed portfolio against a no-flow index, which would mix timing effects into the comparison. If you go further and enter a benchmark's return history alongside your own, the tool estimates beta, how much your portfolio moved with the market, and alpha, the portion of the return that remains once that market exposure is stripped out. Positive alpha suggests genuine outperformance; a high beta warns that a strong year may simply reflect a strong market rather than skill. Benchmarking turns a bare percentage into a judgment: did this portfolio actually do well, or did it just ride a tide that lifted everything?
Common mistakes and reading the result well
Most portfolio-performance errors come from forgetting what a number assumes. People quote the simple return on an account they steadily paid into and take credit for a balance that mostly reflects money they themselves deposited — the money-weighted figure exists precisely to correct that. They cite a total return with no mention of how long it took, which can make an ordinary multi-year result sound remarkable, so always pair a return with its period and the annualized figure beside it. They judge a return without its risk, ignoring that the same number can come from a calm portfolio or a hair-raising one, which is why the Sharpe ratio and drawdown sit on the page. They confuse the manager's time-weighted return with their own money-weighted experience, and they treat a strong past as a forecast when it is only a description that smooths over every shock along the way. Use this calculator to sidestep all of it: measure the real profit from the cash-flow identity, read the money-weighted return as your true result and the simple return as its flow-blind shadow, attribute the outcome to specific holdings, check drift and rebalance back to plan, weigh the result against its risk and a fair benchmark, and treat every figure as a clear-eyed measurement of what happened — never a promise of what comes next.
Frequently asked questions
What does this calculator measure as my portfolio return?
Its headline is the money-weighted return: your true per-dollar gain, which counts the size and timing of every contribution and withdrawal, not just the change in value. For the default portfolio — 100,000 growing to 115,300 over three years with some contributions, a withdrawal, income and fees — the net gain is 13,980, a money-weighted return of about 13.77% in total, or roughly 4.40% a year once annualized. It sits next to the flow-blind simple return so you can see how much your cash flows shifted the picture.
Why is the money-weighted return different from the simple return?
The simple return only looks at where the portfolio started and ended — for the default it is 15,300 on 100,000, or 15.30%. But that ignores the fact that you added and withdrew money along the way, so part of the ending value is just capital you contributed, not growth. The money-weighted return divides the genuine profit by the average capital actually at work, which here is about 101,500. The gap between the two numbers is exactly the footprint your contributions and withdrawals leave on the headline figure.
What is the difference between time-weighted and money-weighted return?
They answer different questions. The money-weighted return measures your experience as an investor — it rewards or penalizes the timing of your cash flows. The time-weighted return chains each period's return together and strips that timing out, so it measures how the holdings themselves performed, the way a fund quotes its track record. Because they cover different things, this tool computes the money-weighted return from your holdings and the time-weighted return from the optional performance history, and shows each clearly labeled rather than pretending one number does both jobs.
How are the per-holding return contributions calculated?
Each holding's contribution is its weight at the start of the period multiplied by its own return. Add them up and you get the portfolio's return, so the table shows precisely which positions drove the result and which dragged on it. In the default portfolio the US-stock sleeve, returning 24% from half the money, contributes 12 percentage points; international adds 2.5 and bonds add 0.8, summing to the 15.3% blended figure. A holding can have a great return yet a small contribution if its weight is tiny.
Why does asset allocation matter so much for my return?
Because your return is the weighted average of your holdings' returns, the split between them usually matters more than picking the exact winner inside each sleeve. A modest position in a soaring asset moves the needle far less than the same move in your largest holding. The calculator shows your beginning, ending and target weights side by side, the drift between them, and the contribution each weight made — so you can see whether your result came from the allocation you chose or from one lucky position.
How do dividends and other income affect the result?
Income — dividends, interest, distributions — is part of your return whether you reinvest it or take it as cash, so the calculator adds it to the gain. Enter what each holding generated in the income field. One caution the tool flags: if you took a dividend as cash, record it as income, not as a withdrawal, or you will count the same money twice. If instead the income was reinvested and is already reflected in your ending value, leave the income field blank so it is not double-counted.
How much do fees really cost a portfolio?
More than they look, because a fee is taken from the balance that would otherwise keep compounding. Enter the fees and costs charged on each holding and the calculator subtracts them from your gain, then shows the gain before fees, after fees, and after fees and tax so you can see the erosion in money rather than abstract percentages. Over long horizons a fee that seems trivial as a single year's figure quietly compounds into a meaningful share of the wealth you could have kept.
What is allocation drift, and how is it measured?
Drift is how far your current mix has wandered from your target as winners grow and laggards shrink. The calculator reports each holding's drift — its ending weight minus its target — and a single portfolio figure equal to half the sum of those gaps, which is the share of the portfolio that would have to move to get back on plan. In the default portfolio the US-stock holding has drifted above its target while the international holding has fallen well below, leaving a one-way drift of about six percent.
How does the rebalancing recommendation work?
Rebalancing means trading back to your target weights. For each holding the tool computes the trade as your target weight times the ending portfolio value, minus the current value of that holding — a positive number to buy, a negative one to sell. The trades cancel out to zero overall, since you are only reshuffling the same pot rather than adding to it. If your targets do not add up to 100% the tool rescales them first, so the trades always balance.
What is a risk-adjusted return, and what is the Sharpe ratio?
A return means little without knowing the risk taken to earn it. The Sharpe ratio divides your return above the risk-free rate by your volatility, so a higher number means more reward per unit of risk. The Sortino ratio is similar but counts only downside volatility, on the view that upside swings are not what investors fear. Both are computed from the optional performance history, because volatility cannot be seen from a single start-and-end snapshot — you need the bumps in between.
What does maximum drawdown tell me?
Maximum drawdown is the deepest drop from a prior high to a later low across your performance history — the worst loss you would have sat through if you bought at the peak and held to the bottom. It captures something an average return hides: the path. Two portfolios can finish with the same return when one climbed steadily and the other lurched through a brutal collapse, and drawdown is what tells them apart. It often matters more than volatility for whether an investor actually stays the course.
How does the benchmark comparison work?
The calculator compares like with like: your annualized return against a benchmark annual rate, such as a broad index. It also grows your starting value at each rate over the period so you can see the difference in money as well as in percentage points. Pick a preset — a stock index, a bond index — or type your own. If you also supply a benchmark return history alongside your own, the tool estimates beta and alpha, which describe how much of your result came from market exposure versus genuine outperformance.
Can I solve backward — for a required return, value or contribution?
Yes. Switch the mode to find the ending value a target return implies, the return needed to reach a target value, the level yearly contribution required to hit a future goal, the return a goal demands given your contributions, or the return one specific holding must deliver for the whole portfolio to reach a target. Each is the same underlying maths rearranged, so a figure you solve in one direction reproduces when you plug it back into the forward analysis.
How are contributions and withdrawals handled in the maths?
Contributions are money you paid in; withdrawals are money you took out. Both feed the profit identity — your profit is everything you have plus what you took out and earned, less everything you put in, less fees — and the average-capital figure that the money-weighted return divides by. Adding money mid-period raises the capital at work and, all else equal, lowers the reported per-dollar return; this is correct, not a flaw, and it is exactly why the simple return overstates results for portfolios that were topped up.
What are the limits of these figures?
A start-and-end snapshot cannot show volatility or the path between, which is why risk metrics rely on the separate history you enter. The money-weighted return uses a mid-period approximation for flow timing rather than exact dates. Benchmark presets are illustrative long-run averages, not live quotes. And every figure is backward-looking — it describes what happened, smooths over the bumps, and is never a forecast. Treated as a clear-eyed measurement rather than a prediction, though, it is one of the most useful ways to judge a portfolio.
Can I use a currency other than US dollars?
Yes. Pick your currency at the top of the inputs and every money figure — values, contributions, gains, rebalancing trades and the copied summary — is formatted in it. The maths is currency-agnostic: returns, weights and ratios are pure ratios, so they read the same whatever currency your holdings are denominated in, as long as you enter every value in that one currency.
