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Investment Calculator showing real portfolio returns after fees, taxes, and inflation
Visual simulation: How fund management fees, capital gains taxes, and inflation erode nominal wealth over time.
Quick Answer How this tool works

An investment calculator forecasts the growth of your portfolio over time based on an initial deposit, recurring monthly contributions, compounding frequency, and expected annual returns. Unlike standard calculators that report an inflated “nominal” balance, this calculator reveals your real purchasing power in today's money by directly subtracting fund expense ratios, exit capital gains taxes, and inflation. Read the nominal figure as your future paper statement balance and the inflation-adjusted figure as what your money will actually buy.

How to Use This Investment Calculator

Using our investment calculator is fast, responsive, and completely private. Every calculation executes in real time inside your browser with no login or data collection required. Follow these steps to model your future returns:

  • Choose your strategy mode: Keep the default Forecast my investment to project where your ongoing savings will lead, or select Reach a goal to calculate the exact monthly contribution required to hit a specific net worth milestone.
  • Enter your starting principal: Provide your initial lump sum. If you are starting your wealth-building journey with zero initial capital, leave this at 0.
  • Set your monthly contribution and step-up: Enter what you can comfortably invest each month. Use the Annual step-up slider (recommended 5% to 10%) to increase your monthly contribution each year in line with expected career salary increases.
  • Select your timeframe and return rate: Choose your horizon in years and select an expected annual return. You can click our presets (Conservative 5%, Balanced 7%, Aggressive 10%) to instantly evaluate different market outcomes.
  • Expand advanced realistic settings: Click “Make it more realistic” to account for annual fund expense ratios, expected inflation (default 3%), and your capital gains tax rate.

Ready to test your scenario? Scroll up to the calculator to adjust inputs and view live results.

What Return Rate Should You Use in an Investment Calculator?

The expected return rate is the most influential assumption in any financial projection. Overestimating annual returns by even 2% can lead to severe under-saving over a 20-year or 30-year horizon. Historical asset class benchmarks provide a grounded guide:

Conservative Preset

4% – 6% Annual Return

Representative of fixed-income assets, government treasuries, high-grade corporate bonds, or defensive balanced portfolios (such as a 30/70 equity/bond split). Best suited for capital preservation or horizons under 5 years.

Recommended Baseline

6% – 8% Annual Return

Reflects a classic globally diversified index portfolio (such as MSCI World or an 80/20 equity/bond asset allocation). We recommend starting with 7.0% as a prudent long-term baseline.

Aggressive Preset

9% – 11% Annual Return

Consistent with 100% large-cap equity exposure like the S&P 500 or Nasdaq-100 over multi-decade periods. While long-term averages are high, this allocation carries significant interim volatility and drawdown risk.

For deeper insight into how fee erosion lowers these baseline figures, explore our analysis on why real returns differ from headline nominal rates.

Why Your Real Return Is Lower Than the Headline Number (Fees, Taxes, Inflation)

Most online calculators present an idealized calculation: deposit money at 8% per year and wake up a multi-millionaire. In the real world, three persistent headwinds constantly erode your wealth:

1. Ongoing Fund Fees and Expense Ratios

An expense ratio of 1.0% sounds negligible, but it is deducted every single year from your total portfolio balance, not just your profits. Over a 25-year investment period, a 1% annual fee consumes roughly 22% to 26% of your ultimate potential wealth. Choosing low-cost index funds with expense ratios below 0.15% preserves hundreds of thousands of dollars.

2. Capital Gains Taxes at Exit

Unless your investments are shielded inside tax-advantaged accounts (such as a Roth IRA, 401(k), UK ISA, or Canadian TFSA), realized investment growth will incur capital gains tax. Applying a 15% or 20% tax rate to substantial multi-decade compounding will noticeably reduce your net spendable nest egg.

3. Inflation (Consumer Price Erosion)

Even moderate inflation of 3.0% cuts the purchasing power of each dollar in half roughly every 24 years. If your calculator shows $1,000,000 in 25 years, that sum will only purchase what ~$477,605 buys today. Failing to account for inflation means setting financial targets that leave you short of your actual retirement living expenses.

Lump Sum vs Monthly Investing (SIP/DCA) vs Step-Up Investing

The mechanism by which you allocate capital into your portfolio determines your compound trajectory:

  • Lump Sum Investing: Putting available cash to work immediately gives your capital the longest possible compounding runway. Historically, lump sum deployment beats dollar-cost averaging approximately 66% of the time across global stock markets because equity markets trend upward over long horizons.
  • Monthly Dollar-Cost Averaging (SIP): For salary earners who receive income monthly, setting up an automatic Systematic Investment Plan removes emotional market timing. You automatically purchase more shares when prices drop and fewer shares when prices peak.
  • Step-Up Contributions: Increasing your monthly contribution by 5% to 10% each year (matching annual compensation increases) is the single most effective way to supercharge your portfolio. Stepping up contributions prevents lifestyle creep and can increase your final portfolio value by 35% to 60% compared to a flat monthly plan.

CAGR vs XIRR: Which Return Number Should You Trust?

Financial articles often use CAGR and XIRR interchangeably, but they measure fundamentally different cash flow dynamics:

Metric Best Used For Mathematical Method
CAGR (Compound Annual Growth Rate) Single lump-sum deposits with no recurring inflows or withdrawals (Ending Value / Starting Value)^(1 / Years) - 1
XIRR (Extended Internal Rate of Return) Monthly SIPs, step-up contributions, and multi-period deposits Solves Net Present Value (NPV) across all dated cash flows to zero

If you make ongoing monthly contributions, CAGR will misrepresent your true personal rate of return. Our investment calculator solves for exact money-weighted XIRR across every simulated deposit date.

How This Calculator Works: Formulas, Compounding & Timing Rules

Unlike basic calculators that rely on rigid single-period closed-form equations, this tool executes a discrete, month-by-month financial simulation loop to model step-ups, fee drag, contribution timing, and compounding rules with precision:

1. Net Annual Return: r_net = Expected Annual Return (%) - Annual Expense Ratio (%)
2. Periodic Interest Rate: r_periodic = r_net / (Compounding Periods per Year)
3. Contribution Timing: End-of-month deposits earn interest on prior balance; start-of-month deposits compound immediately for that month.
4. Annual Step-Up: At month 13, 25, 37..., monthly contribution increases: C_new = C_current * (1 + stepUp / 100).
5. Capital Gains Tax: Tax Due = max(0, Final Balance - Total Invested) * Tax Rate (%).
6. Real Value (Today's Purchasing Power): Real Value = (Final Balance - Tax Due) / (1 + Inflation Rate)^Years.

For Goal Mode, we execute an iterative binary search algorithm across this simulation engine to pinpoint the required monthly contribution to within $1 of target accuracy.

Two Real-World Worked Investment Examples

To demonstrate how fees, taxes, and inflation impact real portfolios, here are two verified worked examples computed directly with our application's formulas:

Worked Example 1 Taxable Account

20-Year Balanced Portfolio ($10k Initial + $500/Month)

Inputs: $10,000 initial, $500/mo flat, 7.0% return, 0.5% fund fee (6.5% net), 3.0% inflation, 15% capital gains tax, monthly compounding, end of month.

Total Invested:$130,000
Gross Value (0% fee):$300,851
Value Lost to Fees:-$19,076
Nominal Ending Balance:$281,775
Capital Gains Tax (15%):-$22,766
Nominal Value After Tax:$259,009
Purchasing Power (Real $):$143,407
Eroded by Inflation:-$115,602
Money-Weighted XIRR:6.70%
Worked Example 2 Tax-Free Roth IRA / ISA

15-Year Step-Up Growth ($5k Initial + $400/Mo + 10% Step-Up)

Inputs: $5,000 initial, $400/mo starting with 10% yearly step-up, 8.0% return, 0.2% fee, 2.5% inflation, 0% tax (tax-advantaged account), monthly compounding.

Total Invested (with Step-Up):$157,508
Gross Value (0% fee):$271,480
Value Lost to Fees:-$4,085
Nominal Ending Balance:$267,395
Tax Paid (Tax-Sheltered):$0
Purchasing Power (Real $):$184,627
Eroded by Inflation:-$82,768
Money-Weighted XIRR:8.08%

Notice how in Example 2, an annual 10% step-up in contributions enabled the investor to accumulate $184,627 in real purchasing power over 15 years, despite starting with half the initial principal.

Common Investment Calculator Mistakes to Avoid

Mistake 1: Relying on Straight-Line Market Returns

Stock markets do not distribute returns evenly. A portfolio might gain 24% one year and decline 14% the next. Experiencing market downturns early in your journey (sequence-of-returns risk) can delay goals. Always stress-test with our Conservative scenario.

Mistake 2: Targeting Nominal Retirement Dollars

Planning around an unadjusted $1,000,000 goal for 30 years in the future ignores the fact that healthcare, housing, and food will double or triple in price. Always plan around the “In today's money” figure.

Mistake 3: Overlooking Expense Ratios

Paying a 1.25% fee on an active mutual fund or financial advisor drains over a quarter of your potential compound gains over 25 years. Check fund prospectus sheets for low expense ratios.

Mistake 4: Keeping Monthly Contributions Static

If you contribute $400/month in Year 1, contributing that same $400 in Year 20 means your real savings rate has fallen due to inflation. Stepping up contributions annually ensures your savings keep pace with your career earnings.

About This Calculator & Methodology

Last updated: September 30, 2026

This tool was engineered to solve the transparency issues prevalent in commercial financial calculators. All mathematical models operate via client-side TypeScript routines. Nominal annual compounding follows standard nominal periodic conversion (rate divided by periods per year). Capital gains taxation assumes single lump-sum realization at exit applied strictly to gains above total cost basis. Inflation adjustments utilize the standard Fisher purchasing power formula: V_real = V_nominal / (1 + i)^n.

Disclaimer: This investment calculator is developed solely for educational and financial modeling purposes. It does not provide individualized tax, legal, or investment advice. Real financial markets fluctuate and principal loss is possible. Consult a qualified, fiduciary financial advisor before making significant financial commitments.

Frequently Asked Questions (FAQ)

Direct, plain-English answers to common questions about calculating investment returns.

What is a good rate of return to use in an investment calculator? ▾

A balanced baseline of 7% per year is recommended for long-term equity investing. Historically, broad global stock market index funds deliver 7% to 10% nominal annual returns before inflation, whereas conservative bond-heavy allocations average 4% to 6%. If you are unsure where to start, 7% reflects a prudent middle ground across market cycles.

Does this investment calculator include taxes and fund fees? ▾

Yes, this calculator accounts for both ongoing fund expense ratios and final capital gains taxes. Fund fees are deducted annually from your gross return, while taxes are applied once at redemption on your net capital gains above your total principal. This reflects your true take-home wealth rather than an inflated theoretical balance.

How much should I invest each month to reach my financial goal? ▾

Switch the calculator to “Reach a goal” mode to automatically solve for your required monthly deposit. Enter your target sum and timeframe, and our algorithm performs a binary search simulation using your expected return, fees, and step-up percentage to pinpoint the exact monthly savings needed to hit your target on schedule.

How accurate is an investment calculator compared to real market returns? ▾

An investment calculator is mathematically exact for steady compound growth, but real markets never produce straight-line annual returns. In reality, market returns are volatile, subject to sequence-of-returns risk where downturns occur unpredictably. Treat calculator outputs as structured planning benchmarks rather than guaranteed financial promises, and review scenarios regularly.

What is the difference between nominal returns and real returns? ▾

Nominal returns represent the raw dollar balance on your future statement, whereas real returns adjust that balance for inflation. Over a 20-year horizon with 3% inflation, prices roughly double. That means a nominal $500,000 portfolio will only purchase what approximately $276,838 buys in today's goods and services.

What is an annual step-up contribution and why does it matter? ▾

An annual step-up increases your monthly investment by a fixed percentage each year, such as 5% or 10%. Because your income typically rises with career promotions and raises, stepping up your monthly contributions accelerates compound growth significantly, often adding over 40% to your ending balance compared to a flat monthly plan.

How does contribution timing (start vs end of month) affect my results? ▾

Investing at the beginning of each month yields slightly higher total returns than investing at the end of the month. Beginning-of-period deposits (an annuity due) gain an extra month of compound interest on every contribution. Over 20 or 30 years, this timing difference can compound into thousands of extra dollars.

What is the difference between CAGR and XIRR? ▾

CAGR measures the smooth annual growth rate of a single lump-sum investment from start to finish. In contrast, XIRR (Extended Internal Rate of Return) calculates the money-weighted annualized return across multiple recurring cash flows, such as monthly deposits. If you invest monthly, XIRR is the accurate metric to evaluate your return.

I'm not good with numbers. How do I use this? ▾

Start with the simple example already on the screen, and change just two numbers: what you have today, and what you can add each month. You do not need to understand any math. The calculator does all the hard work automatically and shows you what your savings could become in plain English.

What is a good growth rate to choose? ▾

A growth rate of 7% a year is the best starting choice for most people. Historically, a balanced mix of global stock investments has grown by roughly 7% to 10% each year over long periods. If you want to be extra careful, try 5%, or try 10% for high growth.

Why is the final number lower after fees and inflation? ▾

The final number is lower because it shows what your future money will actually buy in the supermarket, not just paper numbers. Over 20 years, prices rise due to inflation, and fund apps take small fees. Showing you “In today's money” protects you from assuming you will be richer than you really are.

Is this calculator a promise of money? ▾

No, this calculator gives an educated estimate, not a guaranteed promise. In real life, stock markets go up and down every single year rather than growing smoothly. Think of this tool as a helpful map to guide your savings plan, rather than a contract with the bank.

Is this an investment return calculator? ▾

Yes. This tool functions directly as an investment return calculator by evaluating the total wealth your portfolio generates over any timeframe. It details both your nominal dollar balance and your net annualized return after fund fees and taxes, helping you understand the real return earned on every dollar you contributed.

Can I use this as an investment growth calculator? ▾

Yes. You can use it as an investment growth calculator to see how ongoing monthly deposits, annual contribution step-ups, and compound growth build over time. Interactive breakdowns show your principal contributions alongside earned interest year by year, illustrating how exponential growth takes over in later decades.

How is this different from other investment calculators? ▾

Most basic investment calculators display only an inflated future balance based on simple straight-line compound interest. This platform calculates both nominal and inflation-adjusted real purchasing power, accounts for ongoing fund expense ratios, applies exit capital gains taxes, solves for savings targets with goal reverse-engineering, and provides transparent plain-English summaries without requiring any sign-up or personal data.

How is an investment calculated in the USA? ▾

In the United States, investment calculations combine compound interest with IRS account rules and tax rates. Growth starts with your principal and recurring deposits compounded daily or monthly at your fund’s net return rate. Next, the tax model applies: taxable accounts owe capital gains tax on profits, traditional accounts owe ordinary income tax on total withdrawals in retirement, and Roth accounts provide tax-free growth. Adjusting for inflation reveals your real purchasing power.

What is the compound interest formula used for U.S. investments? ▾

The standard compound interest formula used for U.S. investments with recurring contributions is A = P(1 + r/m)^(m*t) + PMT * [((1 + r/m)^(m*t) - 1) / (r/m)], where P is starting principal, PMT is the periodic contribution, r is the annual interest rate, m is the compounding frequency per year, and t is the investment period in years. This USA investment calculator solves this formula for any variable automatically.

How are investment gains taxed in the United States? ▾

Investment taxation in the United States depends on asset holding periods and account types. Assets sold within one year generate short-term capital gains taxed as ordinary income at rates between 10% and 37%. Assets held longer than one year qualify for preferential long-term capital gains rates of 0%, 15%, or 20%, plus an optional 3.8% Net Investment Income Tax and state taxes. Retirement accounts like IRAs follow separate rules.

What is the difference between a Roth and a traditional account in this calculator? ▾

The key difference lies in when you pay income taxes. A Traditional 401(k) or IRA uses pre-tax contributions that reduce your taxable income today, but the entire balance is taxed as ordinary income upon withdrawal in retirement. A Roth 401(k) or IRA uses after-tax contributions, meaning you pay income tax today, but all future investment growth and qualified retirement withdrawals are 100% tax-free.

What return should I use for U.S. stocks? ▾

A balanced assumption of 7% to 10% nominal annual return is standard for long-term U.S. stock index funds like the S&P 500 or total market funds. Over the past century, the U.S. stock market has averaged approximately 10% nominal annual return, or about 7% after deducting average inflation. For conservative planning or shorter horizons, testing 5% to 6% helps protect against market volatility.

How is a SIP calculated in India? ▾

A Systematic Investment Plan (SIP) in India invests a fixed amount at regular intervals (typically monthly) into mutual funds. The future value of an ordinary annuity with beginning-of-month timing is calculated as A = P × [((1 + i)^n - 1) / i] × (1 + i), where P is the periodic installment, i is the monthly return rate, and n is the total number of installments. In India, calculators typically use either the effective annual rate convention where i = (1 + r)^(1/12) - 1, or the simple monthly rate convention where i = r / 12.

What is the difference between effective annual rate and simple monthly rate in SIP calculators? ▾

The difference lies in how the annual return (r) is converted into a monthly compounding rate (i). Effective annual rate uses i = (1 + r)^(1/12) - 1, ensuring that your annualized internal rate of return (XIRR) matches exactly the stated annual rate (e.g., 12.00%). Simple monthly rate uses i = r / 12, which assumes monthly compounding that actually yields an effective annual rate of (1 + r/12)^12 - 1 (12.68% for a nominal 12% rate). Many Indian financial portals and AMFI tools use simple monthly math, which projects slightly higher ending figures over 10–20 years.

How are mutual fund gains taxed in India after the latest Budget? ▾

Under current Indian tax rules, listed equity mutual funds (investing at least 65% in Indian equities) are subject to 20% Short-Term Capital Gains (STCG) tax under Section 111A if held for 12 months or less. If held for more than 12 months, Long-Term Capital Gains (LTCG) are taxed at 12.5% under Section 112A on aggregate gains exceeding ₹1.25 lakh per financial year. A mandatory 4% Health and Education Cess applies on top of both taxes. For debt mutual funds bought on or after 1 April 2023, gains are taxed at your applicable income tax slab rate regardless of the holding period, with no indexation benefit.

What is the ₹1.25 lakh LTCG exemption on equity mutual funds? ▾

Under Section 112A of the Indian Income-tax Act, an investor can realize up to ₹1,25,000 (₹1.25 lakh) of long-term capital gains across all listed equity shares and equity-oriented mutual funds completely tax-free in a given financial year. Only the portion of long-term capital gains exceeding ₹1.25 lakh in that financial year is taxed at the 12.5% rate (plus 4% cess, making the effective rate 13.0%). In SIP investing, each monthly installment is tracked on a First-In, First-Out (FIFO) basis to determine its individual holding duration.

How does a step-up SIP work and why does it matter? ▾

A step-up SIP (or top-up SIP) automatically increases your monthly investment amount by a fixed percentage (e.g., 10%) or fixed rupee amount every year, aligning your contributions with annual salary raises and career growth. Step-up compounding dramatically accelerates wealth creation: for example, investing ₹10,000/month with a 10% annual step-up over 15 years can more than double your final corpus compared to a flat ₹10,000/month contribution at the same rate of return.

How is PPF interest calculated and when does it compound? ▾

Public Provident Fund (PPF) interest is calculated monthly on the lowest balance standing to the credit of the account between the close of the 5th day and the end of each calendar month. The interest calculated each month accrues and is credited to the account once per year at the end of the financial year (March 31st), compounding annually. To maximize returns, deposits should be made on or before the 5th of each month. PPF has a mandatory 15-year maturity, an annual deposit limit of ₹1.5 lakh, and enjoys Exempt-Exempt-Exempt (EEE) tax-free status.

What is a realistic return to expect from equity mutual funds in India? ▾

Historically, diversified Indian equity mutual funds and broad market indices like the Nifty 50 and BSE Sensex have generated long-term annualized returns (CAGR) between 11% and 13% over 15–20 year rolling periods. For sound financial planning, financial advisors typically recommend assuming 10% to 12% nominal return for equity funds, 6% to 7% for debt funds or fixed deposits, and 7.1% for government-backed PPF. Factoring in long-term inflation (RBI target band of 2%–6%, average ~5%) and fund expense ratios yields an expected real return of 5% to 7% for equities.

How does a Stocks & Shares ISA work and what is the limit? ▾

A Stocks & Shares Individual Savings Account (ISA) allows UK residents aged 18 and older to invest up to £20,000 each tax year (6 April to 5 April) across all ISAs combined. All capital gains, dividends, and investment growth inside an ISA are 100% tax-free for life, and withdrawals are never subject to income tax or capital gains tax.

How does pension tax relief work on a SIPP or personal pension? ▾

Self-Invested Personal Pensions (SIPPs) and personal pensions use relief-at-source tax relief. You contribute from your after-tax income, and your pension provider automatically claims basic-rate tax relief (20%) from HMRC, adding £25 for every £80 you pay in (gross contribution = paid in ÷ 0.8). Higher-rate (40%) and additional-rate (45%) taxpayers can claim an extra 20% or 25% back via HMRC Self Assessment. Inside the pension, growth is tax-free. At retirement (from age 57), 25% of the pot is tax-free up to the £268,275 Lump Sum Allowance, while the remaining 75% is taxed as income. The standard annual pension allowance is £60,000.

What is Capital Gains Tax on a General Investment Account (GIA)? ▾

A General Investment Account (GIA) is an ordinary taxable brokerage account. Capital gains realized upon selling investments are tax-free up to the Annual Exempt Amount (£3,000 for 2026/27). Gains above £3,000 are taxed at 18% for basic-rate income taxpayers or 24% for higher-rate and additional-rate taxpayers. Dividends outside an ISA are taxable above the £500 annual dividend allowance (rates: 8.75% basic, 33.75% higher, 39.35% additional).

How are cash savings taxed in the UK? (Personal Savings Allowance vs Cash ISA) ▾

Interest earned on ordinary bank savings accounts is tax-free up to your Personal Savings Allowance (PSA): £1,000 per year for basic-rate taxpayers, £500 for higher-rate taxpayers, and £0 for additional-rate taxpayers. Any interest exceeding your PSA is taxed as savings income at your marginal rate (20%, 40%, or 45%). In contrast, a Cash ISA shelters all interest from UK income tax regardless of how much interest you earn, counting toward the £20,000 overall annual ISA allowance (transitioning to £12,000/year for under-65s from 6 April 2027).

What are typical investment fees and platform charges in the UK? ▾

UK investors typically encounter two distinct layers of charges: a platform fee (custody/broker fee charged by platforms like AJ Bell, Hargreaves Lansdown, Vanguard UK, or Interactive Investor, typically 0.20% to 0.45% per year or a flat monthly subscription), and an Ongoing Charges Figure (OCF) charged by the fund manager (ranging from 0.05% to 0.20% for broad market index funds to over 1% for actively managed funds). A low-cost index portfolio typically carries an all-in charge of around 0.35% to 0.45% per year.

When can I access my UK pension pot? ▾

The normal minimum pension age is currently 55, rising to 57 on 6 April 2028. Personal pension and SIPP savings cannot be accessed before this age without incurring severe unauthorized payment tax charges (up to 55% from HMRC), except in cases of serious ill health.

What is a realistic long-term return rate for UK investors? ▾

Historically, global equity index portfolios have delivered long-term nominal returns of 6% to 8% per year before charges and inflation. Balanced multi-asset portfolios containing government and corporate bonds typically deliver 4% to 6%. With the Bank of England inflation target at 2% (often planned at 2% to 2.5%), long-term real purchasing power growth after fees usually ranges between 3% and 5% per year for equity investors.

1つのツールで広がる多彩な活用法

この資産設計ツールは、お客様の目的に応じて多彩に活用できます。第一に、毎月の積立によって将来いくら貯まるかを試算する直感的な投資計算機としてご利用いただけます。

第二に、最終資産額や元本割合、運用コスト・税引後の実質利回りを把握する投資リターン計算機としても役立ちます。

第三に、長期積立と複利効果による資産形成を可視化する資産成長計算機として機能します。通常の投資計算機と異なり、信託報酬や譲渡益税、インフレの影響を反映し、現在の貨幣価値での真の購買力を算出します。

住宅購入をご検討中の方や、ローンの繰り上げ返済と資産運用のどちらを優先すべきか迷われている方は、当サイトの 住宅ローン計算機 もあわせてご活用ください。

米国投資ガイド

米国における投資リターンの計算方法と税制

米国の投資計算機を利用する際、実質資産形成は複利だけでなく、IRS(内国歳入庁)の税制ルールや口座種類(課税口座、伝統的401k/IRA、Roth口座)に大きく左右されます。

1. 定期積立を伴う複利計算式

A = P(1 + r/m)^(m*t) + PMT * [((1 + r/m)^(m*t) - 1) / (r/m)](Pは初期元本、PMTは積立額)。

2. キャピタルゲイン税(課税口座)

保有1年以下:通常所得税率(10%〜37%)。保有1年超:長期優遇税率(0%、15%、20%)。

3. 課税繰延口座 vs Roth非課税口座

伝統的口座は引出時に通常税率で課税。Roth口座は拠出時に課税済みのため、運用益および適格引出は100%完全非課税。

4. インフレ調整後の実質購買力(フィッシャー方程式)

正確な実質利回り = (1 + 名目利回り) / (1 + インフレ率) - 1。

2026年の401(k)限度額は年24,500ドル、IRA限度額は年7,500ドルです。: 401(k):年間24,500ドル(50歳以上は8,000ドルの追加入金枠)。; IRA:年間7,500ドル(50歳以上は1,100ドルの追加入金枠)。.

India Investing Guide

How investments are calculated in India

When planning your wealth in India, investment outcomes depend on systematic discipline (SIPs), compounding convention, instrument choices (equity vs. debt vs. bank FDs), small-savings schemes (PPF, SSY, NSC, SCSS, EPF), and Union Budget capital gains tax rules. Modeling after-tax wealth and adjusting for inflation (RBI 4% target band) reveals what your corpus will actually buy.

1. SIP Future Value (Effective Annual Rate)

A = P × [((1 + i)^n − 1) / i] × (1 + i), where i = (1 + r)^(1/12) − 1 (monthly rate matching XIRR).

2. SIP Future Value (Simple Monthly Rate)

A = P × [((1 + i)^n − 1) / i] × (1 + i), where i = r / 12 (bank & AMFI distributor standard).

3. Indian Equity Capital Gains Tax

STCG (≤12m) 20% under Section 111A; LTCG (>12m) 12.5% above ₹1.25L exemption under Section 112A + 4% cess. FIFO SIP taxation.

4. Debt Funds, FDs & Small Savings

Debt funds & FDs taxed at slab rates. PPF (7.1%) and SSY (8.2%) enjoy 100% tax-free EEE status up to ₹1.5L/year.

Small savings rates (Q3 FY 2026-27): PPF 7.1% (15-yr), SSY 8.2%, NSC 7.7%, SCSS 8.2%, EPF 8.25% (FY 2025-26).

United Kingdom Investing Guide

How investments are calculated in the United Kingdom

When modeling your investment portfolio in the United Kingdom, your net take-home returns depend on tax-advantaged account wrappers (Stocks & Shares ISAs, SIPPs, Cash ISAs, and GIAs), HMRC tax bands, platform custody charges, and Bank of England inflation benchmarks. This UK investment calculator models all four dimensions—returns, ongoing charges, taxes, and inflation—to show your real purchasing power.

1. Stocks & Shares ISA (100% Tax-Free)

Invest up to £20,000 per tax year across all ISAs combined. All capital gains, dividends, and interest compound completely tax-free for life, with no tax due upon withdrawal.

2. Pension (SIPP / Personal Pension)

Contributions benefit from 20% basic tax relief at source (pay £80, £100 is invested). Higher and additional rate taxpayers claim extra relief via Self Assessment. At retirement (age 57+), 25% is tax-free up to £268,275; remaining 75% is taxed as income.

3. General Investment Account (GIA)

Unwrapped taxable investments. Capital gains above the £3,000 Annual Exempt Amount incur Capital Gains Tax at 18% (basic rate) or 24% (higher and additional rates) upon redemption. Dividends above £500/yr are taxable.

4. Cash Savings & Cash ISA

Taxable savings interest is tax-free up to your Personal Savings Allowance (£1,000 basic, £500 higher, £0 additional), with excess taxed yearly at 20/40/45%. Cash ISAs shield all interest from tax up to the annual allowance.

UK tax year 2026/27 rules: ISA limit £20,000/yr; Pension Annual Allowance £60,000/yr; Pension Lump Sum Allowance £268,275; CGT annual exemption £3,000; Minimum pension age 57 (from 6 April 2028).